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# Pre Algebra

Pre algebra is mathematics course studied in middle school consisting of basic algebra operations such as factorization, simplification, solving equations. Get Pre Algebra help online with TutorVista. Solve problems, work on basic concepts and get help with your homework too. TutorVista’s intensive Pre Algebra tutoring prepares you for high school algebra. Study with highly qualified tutors with many years of experience in tutoring students who will work with you to ensure that you understand the subject and score well in it.

## What is Pre Algebra?

Pre algebra is the branch of the mathematics used to prepare the student for the study of algebra. Topics covered in pre algebra are Factors and Primes, GCF and LCM, Fractions, Square Roots, Basic Equations.

### Pre Algebra Review

Our intensive Pre Algebra tutoring covers topics like:

• Relations and functions
• Factorization
• Linear equations
• Simple roots and powers
• Variables

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## Pre Algebra Curriculum

Curriculum of pre algebra is given below:

Whole Numbers

1. Introducing Whole Numbers
2. Naming Numbers
3. Rounding Whole Numbers
4. Operations on Whole Numbers
5. Word Problems with Whole Numbers.

Integers

1. Comparing Integer Values
2. Arithmetic Operations on Integers
3. Introducing Exponents

Fractions

1. Reducing Fractions
2. Converting Between Improper Fractions and Mixed Numbers
3. Multiplying Fractions and Mixed Numbers
4. Dividing Fractions and Mixed Numbers
5. Finding Common Denominators
6. Arithmetic Operations on Fractions and Mixed Numbers
7. Comparing Fractions

Decimals

1. Naming Decimals
2. Rounding Decimals
3. Operations on Decimels
4. Converting Between Fractions and Decimals

Powers, Exponents, and Roots

1. Powers and Exponents
2. Square Roots and Cube Roots
3. Scientific Notation

Percent

1. Converting Between Percents, Decimals, and Fractions
2. Solving Percent Problems

Expressions and Equations

1. Evaluating Algebraic Expressions
2. Combining Like Terms
3. Solving Equations

Ratio and Proportion

1. Introducing Ratios and Proportions
2. Solving Proportions
3. Solving Problems Using Ratios and Proportions

Polynomials

2. Multiplying and Dividing Polynomials

Geometry and Measurement

1. Introducing Geometric Figures
2. Finding Perimeter and Circumferences
3. Finding Areas and Volumes
4. Working with Right Triangle
5. Measuring Lengths, Weight, Capacities and Time.

Graphing

1. Plotting Points and Lines on the Coordinate Plane
2. Graphing Linear Equations
3. Finding the Slopes of Lines
4. Solving Systems of Linear Equations

## Pre Algebra Terms

Various terms are used in pre algebra like coefficient, variable, factor, expression, quotient, power, exponent, constant, integers and absolute values etc. Let us discuss some terms:

• Coefficient is a numerical part of a variable term.
• Variable represents one or more numbers.
• Factor takes place when two numbers are multiplied.
• Expression is mathematical sentence which contain more than one operation.
• Quotient is an answer to a division problem.
• Power is made up of an exponent.
• Exponent is a number or a variable that represents the number of times a base is used as a factor in a repeated multiplication.

## Formulas

List of pre algebra formulae is given below: Polynomial Factoring Formulas:

(x + y)$^2$ = $x^2 + y^2 + 2xy$

The value of x for the quadratic equation, $ax^2 + bx + c = 0$, $x \neq 0$ is

Area of a Square = Side $\times$ Side

Perimeter of Square = 4Side

Area of a rectangle = Length $\times$ Breadth

Perimeter of a rectangle = 2(Length+ Breadth)

Area of Triangle = $\frac<1><2>$ Base $\times$ Height

Area of a circle = 2$\pi r^2$, r = radius of the circle

Circumference of the Circle = 2$\pi$ r, r = radius of the circle

Sum of the angles in a polygon = (n – 2)180, n = sides of the polygon

Lets discuss some pre algebra equations with the help of examples.

Single step Addition And Subtraction Equations

Let us solve x – 4 = 0

$\Rightarrow$ x = 4.

Multi Step Equationscdd

Let us solve 4x – 12 = 0

$\Rightarrow$ 4x = 12 (by adding 12 both the sides)

$\Rightarrow$ x = $\frac<12><4>$ = 3 (divide each side by 4)

Let us solve x$^2$ + x – 6 = 0

$\Rightarrow$ x$^2$ + 3x – 2x – 6 = 0 (by factoring)

$\Rightarrow$ x(x + 3) – 2(x + 3) = 0

$\Rightarrow$ (x – 2)(x + 3) = 0

$\Rightarrow$ either x – 2 = 0 or x + 3 = 0

## Examples

Given below are some of the problems of pre algebra:

### Solved Examples

Question 1: Find the remainder when $x^3 – 2x^2 + 4x + 5$ is divided by $x – 3$.
Solution:

Let $P(x) = x^3 – 2x^2 + 4x + 5$

Step 1:

Put x – 3 = 0

$\Rightarrow$ x = 3

Step 2:

$P(3) = 3^3 – 2 \times 3^2 + 4 \times 3 + 5$

= 27 – 2 $\times$ 9 + 12 + 5

When P(x) is divided by (x – 3), then remainder is 26.

Question 2: Find a fraction such that if 2 is added to the numerator and 1 to the denominator, it reduces to $\frac<1><2>$ and becomes $\frac<3><5>$. if added 3 to the denominator.
Solution:

Let the fraction be $\frac$

Step 1:

Case 1:

When 2 is added to the numerator and 1 to the denominator it reduces to $\frac<1><2>$

2x – y + 3 = 0. (i)

Case 2:

Fraction becomes $\frac<3><5>$. if we add 3 to the denominator.

5x – 3y – 9 = 0. (ii)

Step 2:
Solve equation (i) and (ii).

Multiply equation (i) by 3 and subtract from (ii).

$\Rightarrow$ x = – 18

Plug the value of x in equation (i)

$\Rightarrow$ 2 $\times$ (-18) – y + 3 = 0

The required fraction is $\frac<18><33>$ .

## Word Problems

Given below are some of the word problems on Pre Algebra.

### Solved Examples

Question 1: If three times the square of a number is decreased by 10 and equals 15 more than 10 times the number, what is the number?
Solution:

Let the number be ‘x’.

Step 1:

The problem states that:
3(square of a number) – 10 = 10 $\times$ number + 15

$\Rightarrow$ 3x$^2$ – 10 = 10x + 15

$\Rightarrow$ 3x$^2$ – 10x = 15 + 10

$\Rightarrow$ 3x$^2$ – 10x = 25

3x$^2$ – 10x – 25 = 0

Step 2:

Solve for x, 3x$^2$ – 10x – 25 = 0

3x$^2$ – 10x – 25 = 0

$\Rightarrow$ 3x$^2$ – 15x + 5x – 25 = 0

$\Rightarrow$ 3x(x – 5) + 5(x – 5) = 0

$\Rightarrow$ (3x + 5)(x – 5) = 0

Step 3:

Either 3x + 5 = 0 or x – 5 = 0

$\Rightarrow$ 3x = – 5 or x = 5

$\Rightarrow$ x = $\frac<-5><3>$ or x = 5

Hence, the number is $\frac<-5><3>$ or 5.

Question 2: Find the largest of three consecutive odd integers, if the sum of the first and the third integers is 7 more than the second integer.
Solution:

Let the three consecutive odd integer be x, x + 2 and x + 4.
That is,
First integer = x
Second integer = x + 2
Third integer = x + 4

Step 1:

The problem states that:

Sum of the first and third integers = Second integer + 7

$\Rightarrow$ x + (x + 4) = (x + 2) + 7

$\Rightarrow$ x + x + 4 = x + 2 + 7

Step 2:

Combine the like terms:

$\Rightarrow$ 2x + 4 = x + 9

Subtract x from both side

$\Rightarrow$ 2x – x + 4 = x + 9 – x

$\Rightarrow$ x + 4 = 9

Subtract 4 from both sides

$\Rightarrow$ x + 4 – 4 = 9 – 4

$\Rightarrow$ x = 5, first integer.

Step 3:

Largest or third integer = x + 4 = 5 + 4 = 9

Hence, the largest integer is 9

## Practice Problems

Given below are some of the practice problems on pre algebra.

### Practice Problems

Question 1: Solve the quadratic equation 2x$^2$ – 7x – 15 = 0.

Question 2: If the height of a triangle is 15 cm and base is 12 cm, then find the area of the triangle.

## Free Algebra PDF Worksheets – Algebra for Children #answers #to #physics #problems

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# PRE- ALGEBRA PDF WORKSHEETS

Algebra is fun. These games will help kids practice algebra in a fun way. Kids relate very well to games. Several algebra topics are covered in the form of interactive games and include the following:

These worksheets are printable PDF exercises of the highest quality. Writing reinforces Maths learnt. These worksheets contain pre-algebra Algebra exercises suitable for preschool, kindergarten, first grade to eigth graders levels. The following algebra topics are covered among others:

This section contains worked examples of problems and vital algebra formulae that are needed through out the theme. It is very important to master using these formulae though some times presenting them in the most simplified manner is necessary for young learners. This section is a step-by-step presentation of how to use algebra formulae on all the topics covered in this site which include formulae on –linear equations, inequalities, decimals, fractions, exponents, graphing linear equations, binomial theorem, pythagoras theorem, quadratic equations, algebraic expressions, factorisation, ratios, geometry, intergers, order operations, angles, simple equations, slope, arithmetic progression, LCM HCF, coefficients, quadratic equations, square roots more

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At the end of each section, there is a general self-assessment test to take in order to evalute overall understanding.

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# Free Algebra Worksheets

Tutor-USA offers a great collection of Free Algebra Worksheets that are 100% free for use by students, teachers, home school parents or anyone using them in an educational setting. All free algebra worksheets are formatted for printing and are perfect for use in the classroom, for algebra homework assignments, or by students for extra practice or for help in studying for an exam. Many include answer keys.

Save some time and create a class or homework assignment using our free worksheets.

Practice makes perfect. Our algebra worksheets are great resource for finding extra problems to complete while studying for an exam or for further understanding of a homework assignment. Many of our worksheets contain answer keys so you can check your work immediately.

Our Algebra worksheets are a great addition to any home school math curriculum.

Below you can find our collection of algebra worksheets and resources. Regardless of the grade or topic you are working on, you are sure to find an appropriate worksheet for the lesson.

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# Honors Pre-algebra

Course Length: Typically 6 months

## Course Description

This course covers a full-year honors curriculum and prepares students for success in Honors Algebra I. Cryptography. and other CTY Online Programs courses. The course begins with a review of grade 6 concepts. Students can proceed quickly through familiar material and take additional time on more difficult concepts. Students are also invited to participate and ask questions in an open Help Room guided by instructors.

The course has video lessons (provided by Thinkwell), sample exercises, practice exercises, online tests, two offline paper-based exams, an instructor, and access to a virtual classroom to meet with the instructor. Each student will be assigned an experienced math instructor who will:

• Provide one-on-one support.
• Solve student’s doubts via e-mail or by appointment on the instructor’s virtual classroom.
• Keep constant communication with the student, at least once per week.
• Provide feedback on the student’s performance in the course.

Students will also have access to a pause service that can be used to pause the course for 7 days or longer. This service can only be requested by a parent/guardian and is very useful to use during busy school weeks, vacation, or other events that will not allow the student to access and advance in the course.

## Materials Needed

A calculator may be used to check work on practice exercises, but not for graded assessments.

## List of Topics

Upon successful completion of the course, students will be able to demonstrate mastery over the following topics:

### Whole Numbers

• Reading and Writing Whole Numbers
• Rounding Whole Numbers
• Subtracting Whole Numbers
• Multiplying Whole Numbers
• Dividing Whole Numbers
• Properties of Whole Numbers

### Integers

• Integers and the Number Line
• Multiplying and Dividing Integers
• Introduction to Exponents
• The Order of Operations

### Fractions

• Factors and Prime Factorization
• Multiples and Equivalent Fractions
• Greatest Common Factor
• Least Common Multiple
• Multiplying Fractions and Mixed Numbers
• Dividing Fractions and Mixed Numbers
• Adding and Subtracting Fractions and Mixed Numbers

### Decimals

• Representing, Comparing, and Ordering Decimals
• Rounding and Estimating Decimals
• Multiplying Decimals
• Dividing Decimals
• Converting between Fractions and Decimals

### Variables, Expressions, and Equations

• Variables and Expressions
• Translating Words into Algebraic Expressions
• Simplifying Algebraic Expressions
• Translating between Tables and Equations
• Equations and Their Solutions
• Solving Subtraction Equations
• Solving Multiplication Equations
• Solving Division Equations

### Solving Equations and Inequalities

• Solving Equations Containing Integers
• Writing and Solving Two-Step Equations
• Writing and Solving Multi-Step Equations
• Solving Equations with Variables on Both Sides
• Inequalities
• Solving Inequalities by Adding or Subtracting
• Solving Inequalities by Multiplying or Dividing
• Solving Two-Step Inequalities

### Ratios, Proportions, and Percents

• Ratios and Rates
• Proportions
• Finding an Unknown Value in a Proportion
• Applications of Proportions
• Introduction to Percents
• Percents
• Relating Percents, Decimals, and Fractions
• Solving Percent Problems
• Simple Interest

### Measurement, Statistics, and Graphs

• Understanding Customary Units of Measurement
• Understanding Metric Units of Measurement
• Converting Customary Units
• Converting Metric Units
• Time and Temperature
• Organizing Data: Stem and Leaf and Line Plots
• Bar Graphs and Histograms
• Line Graphs
• Reading and Interpreting Circle Graphs
• Measures of Central Tendency: Mean, Median, Mode, and Range
• Box-and-Whisker Plots
• The Coordinate Plane
• Tables and Graphs
• Graphing Linear Equations
• Graphing Using Intercepts
• An Introduction to Slope
• Finding the Slope Given Two Points

### Geometry

• Triangles
• Finding Angles in Polygons
• Similar Figures
• Congruent Figures
• Perimeter
• Area of Rectangles and Parallelograms
• Area of Triangles and Trapezoids
• Circles and Circumference
• Area of Circles
• Area of Composite Figures
• Comparing Perimeter and Area
• Square Roots and the Pythagorean Theorem
• An Introduction to Three-Dimensional Figures
• Volume of Prisms and Cylinders
• Volume of Pyramids and Cones
• Surface Area of Prisms and Cylinders
• Surface Area of Pyramids and Cones
• Volume and Surface Area of Spheres

### Exponents and Polynomials

• Product and Power Properties of Exponents
• Integer Exponents
• Quotient Properties of Exponents
• Scientific Notation
• An Introduction to Polynomials
• Simplifying Polynomials
• Multiplying and Dividing Monomials
• Multiplying Monomials by Polynomials

### Probability

• An Introduction to Probability
• Experimental Probability
• Counting Methods and Samples Spaces
• Theoretical Probability
• Compound Events
• Making Predictions
• Probability of Independent and Dependent Events
• Permutations and Combinations

## Sample Video

Click on the image below to view an online demo (requires Flash plugin ):

## Technical Requirements

This course requires a properly maintained computer with high-speed internet access and an up-to-date web browser (such as Chrome or Firefox). The student must be able to communicate with the instructor via email. Visit the Technical Requirements and Support page for more details.

This course uses an online virtual classroom for discussions with the instructor. The classroom works on standard computers with the Adobe Flash plugin. and also tablets or handhelds that support the Adobe Connect Mobile app .

## Help Room

Each week, all students are invited to an open Problem Solving Help Room run by a rotating staff of instructors. Students are encouraged to come with questions or just to meet other online students. Topics reviewed vary each week.

The Problem Solving Help Room meets each Tuesday from 7 – 8 p.m. EST.

## Instant Quizzes – the UK s leading pub quiz question compilers – Posted on 31/05/201731/05/2017 by admin

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Welcome to Instant Quizzes, the UK’s leading Pub Quiz Question compilers

We are able to supply everything from pub quiz questions to multiple choice quiz question databases supplying over 1000 pubs with their weekly quiz and many media companies with questions to drive their promotions – from pub chain promotions to pub quiz trivia machines.

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# Three Keys To Answered Prayer

And I say to you ask, and it shall be given to you; seek, and you shall find; knock, and it shall be opened to you (Luke 11:9).

Prayer is an essential part of our relationship with God. Yet, too often we neglect this vital bridge of communication with heaven. In many cases, we don’t pray because we don’t know exactly how to pray — or how often.

Jesus’ disciples clearly saw the effect that prayer had in His life. He spent large amounts of time in prayer, often by Himself. The disciples soon realized that the demonstration of God’s power and wisdom flowing from Jesus’ life directly resulted from the intimate fellowship He enjoyed with His Father.

When they asked Him to explain more to them about prayer, Jesus told them this story:

“Suppose one of you shall have a friend, and shall go to him at midnight, and say to him, ‘Friend, lend me three loaves; for a friend of mine has come to me from a journey, and I have nothing to set before him;’ and from inside he shall answer and say, ‘Do not bother me; the door has already been shut and my children and I are in bed; I cannot get up and give you anything.’ “I tell you, even though he will not get up and give him anything because he is his friend, yet because of his persistence he will get up and give him as much as he needs. “And I say to you ask, and it shall be given to you; seek, and you shall find; knock, and it shall be opened to you. For everyone who asks, receives; and he who seeks, finds; and to him who knocks, it shall be opened.” (Luke 11:5-10)

The three keys Jesus gives for seeing answers to prayer can be summed up as: Be persistent, be purposeful and be personal.

The first key to answered prayer is persistence — which means “to hold fast to,” or hold onto tightly. God wants us to hold on tightly to His promises in prayer. Don’t let disappointment cause you to let go of your faith.

The man in the parable didn’t give up when his neighbor turned down his initial request. Jesus pointed out that the neighbor wouldn’t get up and give him anything just because he was the man’s friend. But because of his persistence, he would eventually get up and give him what he needed.

The Greek language in Luke 11:10 can be translated, “ask and keep on asking and it shall be given you; seek and keep on seeking and you shall find; knock and keep on knocking and the door shall be opened to you.”

If we call on God, He promises to answer! But we must wait on the Lord and let Him answer our prayers in His perfect timing. Many times the greatest trial comes just before the answer arrives; it often seems darkest just before dawn.

The Bible says one of the reasons we haven’t received God’s best is that we haven’t asked Him (see James 4:2). But God wants us to share our hearts with Him. He wants children who are willing to dream His dreams.

The man in this story knew what he wanted and asked with a definite purpose.

Take your needs and concerns to the Lord in prayer. Dare to ask God for your desires. Psalm 37:4 says, “Delight yourself in the Lord; and He will give you the desires of your heart.” Allow God to expand your vision, and spend time in prayer so you’ll be prepared to receive the good things He has in store for you.

Maybe you are dealing with a broken relationship, overwhelming financial burdens, the frustration of ill health, or the salvation of a loved one. The Lord wants you to come to Him in faith about whatever is on your heart. And don’t just stop with your own needs. Ask God for a vision for your community, this nation and the world. Then, begin praying about the situations He impresses on your mind. Remember, the more you pray for the concerns on God’s heart, the more you will find your own needs being met.

The most important key to effective prayer is a personal relationship with our Heavenly Father. The man in the parable went to his friend when he needed help.

Two men in the Bible who are known for their great faith are Abraham and Moses. Both men enjoyed an intimate friendship with God. James 2:23 says of Abraham, “. he was called the friend of God,” and Exodus 33:11 says, “. the Lord used to speak to Moses face to face, just as a man speaks to his friend.” Both men saw God do great miracles in their lives.

But remember, it takes time to develop a close friendship. You can start by involving God in the details of your life and learning to recognize His faithfulness even in little everyday challenges and events. Develop a plan of Bible reading and prayer that works for you. Pray for family and friends who may not know Jesus. And be sure to thank Him when the answers come!

What a comfort to know that God loves us so deeply that He has given each of us an “open line” directly to Him whenever we need direction, comfort or strength. And His continuing promise to us is that He will answer our prayers!

#

The information provided on the Natural Vet site is not a substitute for professional medical advice and care. If you have specific needs, please see a professional health care provider.

Natural Vet assumes no responsibility for outcomes resulting from the use of information contained on this web site, or from information obtained from linked sites from this web site. Natural Vet expressly disclaims (denies or renounces) all liability for injury or damages arising out of use, reference to, reliance on, or performance of such information.

The information provided on the Natural Vet site is not a substitute for professional medical advice and care. If you have specific needs, please see a professional health care provider. The Natural Vet assumes no responsibility for outcomes resulting from the use of information contained on this web site, or from information obtained from linked sites from this web site. Natural Vet expressly disclaims (denies or renounces) all liability for injury or damages arising out of use, reference to, reliance on, or performance of such information.

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## ONLINE APTITUDE TESTS

Generally, aptitude tests are administered at a test centre and are assessed under strict time conditions. The purpose of the tests is to assess your ability to solve difficult and complex problems. The tests themselves are usually multiple choice in nature. Although many people try to guess any questions they are not sure of the answer, the answer options are usually very close in nature. Therefore, the ability to guess accurately on a consistent basis is unlikely. Examples of aptitude tests include verbal reasoning and numerical reasoning.

Generally, aptitude tests are administered at a test centre and are assessed under strict time conditions. The purpose of the tests is to assess your ability to solve difficult and complex problems. The tests themselves are usually multiple choice in nature. Although many people try to guess any questions they are not sure of the answer, the answer options are usually very close in nature. Therefore, the ability to guess accurately on a consistent basis is unlikely. Examples of aptitude tests include verbal reasoning and numerical reasoning.

The good news about aptitude tests is that they have been designed so that you do not finish the entire test. There are plenty of questions with the exam and, whilst not impossible to fully complete the tests, it is unlikely that a candidate will complete them. Many test-takers panic when they see the number of tests in the exam, and as a result, they will start to get many of the questions wrong due to rushing. You should approach the tests in a composed manner and whilst speed is of the essence you should not detract from accuracy as you may lose marks for incorrect responses

## HOW YOUR TEST RESULTS ARE USED

Aptitude test results can be used in many different ways. They can be used solely as part of a selection process or they can be used as part of an entire assessment centre. Many test administrators will also check your scores across the mean average scores from your group. Other assessment mediums in which aptitude tests are used alongside include interviews, group discussions, in-tray exercises and group tasks.

## THE USE OF APTITUDE TESTS AS A SCREENING PROCESS

Aptitude tests are also used as an effective initial screening process, especially for more complex and technical posts such as banking where an ability to competently interpret numerical data is imperative. In this case you will normal find that you are required to take an online aptitude test and your scores will automatically be processed by the employer or test administrator to determine whether or not you will be invited to the next stage of the selection and assessment process.

When you purchase our Online Aptitude Tests suite you will get INSTANT access to 100s of different test questions ranging from Numerical Reasoning Tests through to Spatial Reasoning Tests. We frequently add new test questions to keep you fresh and challenged.

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## ONLINE APTITUDE TESTS TIPS

It is advisable that you take along your own calculator for the tests as the administrator may provide one that you are not familiar with. Because time is of the essence it is important that you use a calculator you know you can use quickly and effectively.

You will find that some verbal reasoning tests require you to answer the questions as True, False or Cannot say based on the information provided. Many test takes get caught out with these tests as they sometimes base their answers on their ‘knowledge’ of a subject matter as opposed to answering the questions based solely on the information provided.

It is very important to understand that accuracy is more important than completing the test. Many employers or test administrators will deduct marks for incorrect answers. You need to work quickly but you should not sacrifice speed for accuracy or results.

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# A Quick Tour of Bing the Search Engine

The Bing Homepage

The Bing Homepage.

The homepage is clean and uncluttered. Right off the bat, you can narrow your search options with the menu on the left: your options are Images, Videos, Shopping, News, Maps, or Travel. You can also check out the rotating bits of information at the bottom of the homepage; there s also a Popular Now link that will show you what topics are currently getting the most buzz.

Bing Quick Preview

Bing Quick Preview.

The Bing Quick Preview is a great way for you to get an idea of what s on a site before you actually click on it. This is definitely a time saver, as many sites in search results don t necessarily offer exactly what you are looking for. Your search term is highlighted in the Quick Preview window, so you can see that yes, indeed, it is in that particular site s information.

Bing s Instant Answers feature quickly grabs all the pertinent information that you need on your query. In this screenshot, you can see a quick flight status search; all you need is the flight number and you re good to go.

Bing Related Searches and Quick Tabs.

Any search you perform on Bing, for instance, U2 (as seen above), will come back with a wide variety of filtering options. For example, in this screenshot, the search was simply for U2 . You can see Bing s Quick Tabs option to the left there; this offers refinements and/or suggestions for your search, i.e. videos. songs, tickets, merchandise, etc.

This search initially started with U2, with a click on the Videos Quick Tab. You ll see screenshot previews of relevant videos, along with a neat video search filter there on the bottom left-hand side that sorts these videos according to length, screen size, resolution, or source.

Rich Listing Results

Bing Rich Listing Results.

One of my favorite things about Bing is the Rich Listing Results – another way to present for hey, what I wanted is all in one place! . For example, a search for a restaurant in Seattle doesn t just bring back multiple lists of links; you ll get a one-page resource including addresses, reviews, maps. driving directions. even photos.

Bing really starts to shine in its Travel search. I did a quick search for airfare from Portland, Oregon to Misawa, Japan, and here s what they gave me:

• Non-stop or a few layovers option
• Times I want to take off and land
• A sliding scale for the price range I wanted
• The option to compare prices in other travel search sites (Expedia, PriceLine, etc.)
• The ability to track fares via email alerts; if my price goes down, I can grab the lower price.

In addition to flight information, you can also use Bing to search for hotels, cars, cruises, even package deals. In addition, you can frame searches for low fares across departure dates and looks at multiple routes in one map view: a nice way to figure out how you want to take that five-hour flight to Aunt Bessie s house.

Bing Image Search.

Finding images on Bing is a snap. My search for Cannon Beach images brought back multiple results, as expected, but the search filters found to the left made it easy to find exactly what I was looking for.

For example, I was able to search by size (small, medium, large, and the VERY convenient wallpaper so I can change the look of my desktop), layout, color or black and white, style (photograph or illustration), and people (just faces, head and shoulders, or other).

Another search for tennis brought back more generalized results, with the option (via the Quick Tabs) to narrow down or expand my search; in this case with related searches such as US Open, Wimbledon, and Serena Williams.

Bing Health Search.

We probably all share the experience of searching for a medical term in a search engine and getting back a ton of results that are either unreliable or unrelated. Bing tackles this problem with a carefully selected cadre of only nine – yes, only nine – trusted and verified medical resources (Mayo Clinic, Medicine.net, About.com, etc.). This makes it a lot easier to find results you can trust on nearly any health-related question you might have.

My search for carpal tunnel symptoms brought back an instant answer from the Mayo Clinic, with the option of related searches and medically approved articles as well – much better than slogging through a ton of links that might not be telling me what I need to know.

Online shopping is a major activity on the Web; in fact, more people today are shopping on the Web than ever before in history. Bing knows this and makes the shopping experience as easy and convenient as possible.

My search for ceiling fans returned results grouped by best match, best user ratings, or price. I had the option of following their related searches and search refinements on the left as well.

The best thing about this shopping search? Cash back, as in literal cash back in your pocket. Shop at the stores that you find here with the cashback option, and you ll make some money. Amazon s short-lived search engine A9.com did this with limited success way back when; I expect Bing to be much more successful.

### Bing – Worth A Look

Bing delivers fresh, relevant, and easy to follow results, and is definitely user-friendly. The search channels (Travel, Shopping, Images, etc.) send you right to the resources you want, the various search refinements (Instant Answers, Rich Results, Quick Tabs) are actually quite useful and don t require a degree in computer science to figure out, and it s easy on the eyes (not too simple, not too cluttered).

The best thing about Bing? You don t have to go all over the Web to get what you re looking for. The search tool attempts to keep your search results all in one convenient place so you can see all the information you need at a glance (something that other search engines need to emulate). Overall, it is surprisingly innovative, filtering out the fluff on the Web so you can get to what you want. I highly recommend it.

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Full-grain leather throughout Exclusive, patented Dual Pivot System for lateral support Rubber imbedded inner grip guard is better than leather Four (4) lightweight adjustable alloy buckles New, lower, slimmer toe box enhances shifter feel Front shin plate is adjustable to different lower leg sizes or to accommodate knee braces Breathable Acronos top gaiter decreases heat build up Advanced heel cup designed to help absorb shock

The key to any kids gear is to actually fit kids. Answer Pee Wee Boots were specifically designed to fit kids and to be easy to put on and take off. Double buckle and hook & loop fasteners open very wide to allow parents to easily get these boots on to young riders without tears.

The key to any kids gear is to actually fit kids. Answer Pee Wee Boots were specifically designed to fit kids and to be easy to put on and take off. Double buckle and hook & loop fasteners open very wide to allow parents to easily get these boots on to young riders without tears.

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New for 2016, the ANSR AR-1 boot represents a new idea in motocross boots. Inexpensive boots have been around for a long time and no brand had ever really tried to make them good. The AR-1 boot is better than good, it offers you far more than is offered by any other boot in its price range. Using just the right combination of synthetics, plastic and high performance textiles ANSR has created an upper that is light, durable and protective. They coupled that to a four-layer sole system that has been stitched on for a foolproof and long lifespan that is easy to re-sole when the time comes. Most.