Mary Jane Sterling - Algebra I All-in-One For Dummies

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Solve for ‘X’ with this practical and easy guide to everything algebra  A solid understanding of algebra is the key to unlocking other areas of math and science that rely on the concepts and skills that happen in a foundational Algebra class. 
 is the key! With it, you’ll get everything you need to solve the mystery of Algebra I. 
This book proves that algebra is for everyone with straightforward, unit-based instruction, hundreds of examples and practice problems, and two quizzes for every chapter – one in the book and another (totally different!) online. From graph and word problems to the FOIL method and common algebra terminology, 
 walks you step-by-step through ALL the concepts you need to know to slay your Algebra I class. 
In this handy guide, you’ll also: 
Receive instruction and tips on how to handle basic and intermediate algebraic tasks such as factoring and equation simplification Banish math anxiety forever by developing an intuitive understanding of how algebra works Get a handle on graphing problems and functions, as well as inequalities and word problems 
is a must-read for Algebra students looking for an everything-in-one-book supplement to their coursework, as well as anyone hoping to brush up on their math before tackling a related subject, such as physics, chemistry, or a more advanced math topic.

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11 1. The number 1 is a term that stands alone and isn’t multiplying or dividing any other number. The 4 and 9 are both part of the coefficients of their respective terms.

12 5.The 5 multiplies the variable x .

13 The number line is broken up into units of 02 in length The number has to be - фото 176

The number line is broken up into units of 0.2 in length. The number картинка 177has to be estimated, as it’s halfway between картинка 178and картинка 179. The other two numbers have tick marks to rest on.

14 картинка 180. The “wavy equal sign” symbol means the answer is approximate and has been rounded.

15 картинка 181. The two картинка 182terms are combined by subtracting 1 from 4. The two constants are added together.

Chapter 2

Deciphering Signs in Expressions

IN THIS CHAPTER

картинка 183 Using the number line

картинка 184 Recognizing operations

картинка 185 Operating on signed numbers: adding, subtracting, multiplying, and dividing

Numbers have many characteristics: They can be big, little, even, odd, whole, fractions, positive, negative, and sometimes cold and indifferent. (I’m kidding about that last one.) Chapter 1describes numbers’ different names and categories. But this chapter concentrates mainly on how numbers compare to one another, what their comparison looks like on the number line, the positive and negative characteristics of numbers, and how a number’s sign reacts to different manipulations. This chapter tells you how to add, subtract, multiply, and divide signed numbers, no matter whether all the numbers are all the same sign or a combination of positive and negative.

Assigning Numbers Their Place

Positive numbers are greater than 0. They’re on the opposite side of 0 from the negative numbers. If you were to arrange a tug-of-war between positive and negative numbers, the positive numbers would line up on the right side of 0. Negative numbers get smaller and smaller, the farther they are from 0. This situation can get confusing because you may think that –400 is bigger than –12. But just think of –400°F and –12°F. Neither is anything pleasant to think about, but –400°F is definitely less pleasant — colder, lower, smaller.

Using the number line

When comparing negative numbers, the number closer to 0 is the bigger or greater number. You may think that recognizing that 16 is bigger than 10 is an easy concept. But what about –1.6 and –1.04? Which of these numbers is bigger?

Algebra I AllinOne For Dummies - изображение 186The easiest way to compare numbers and to tell which is bigger or has a greater value is to find each number’s position on the number line. The number line goes from negatives on the left to positives on the right (see Figure 2-1). Whichever number is farther to the right has the greater value, meaning it’s bigger.

Algebra I AllinOne For Dummies - изображение 187

FIGURE 2-1:A number line.

Algebra I AllinOne For Dummies - изображение 188 Q.Using the number line in Figure 2-1, determine which is larger, –16 or –10.

A.The number –10 is to the right of –16, so it’s the bigger of the two numbers.

Q.Which is larger, –1.6 or –1.04?

A.The number –1.04 is to the right of –1.6, so it’s larger. A nice way to compare decimals is to write them with the same number of decimal places. So rewrite –1.6 as –1.60; it’s easier to compare to –1.04 in this format.

Now that you’ve seen some examples of using a number line to compare numbers, try the following problems for practice. Use the number line found in Figure 2-2.

Algebra I AllinOne For Dummies - изображение 189

FIGURE 2-2:Another number line.

1 Algebra I AllinOne For Dummies - изображение 190Which number is larger, 4.6 or картинка 191?

2 Which number is larger, картинка 192or 0?

3 Which number is larger, картинка 193or картинка 194?

4 Put the numbers in order from smallest to largest: 4, 0, Algebra I AllinOne For Dummies - изображение 195, Algebra I AllinOne For Dummies - изображение 196.

5 Put the numbers in order from smallest to largest: Algebra I AllinOne For Dummies - изображение 197.

Comparing positives and negatives with symbols

Although my mom always told me not to compare myself to other people, comparing numbers to other numbers is often useful. And, when you compare numbers, the greater-than sign (>) and less-than sign (<) come in handy, which is why I use them in Table 2-1, where I put some positive- and negative-signed numbers in perspective.

TABLE 2-1Comparing Positive and Negative Numbers

Comparison What It Means
картинка 198 6 is greater than 2; 6 is farther from 0 than 2 is.
картинка 199 10 is greater than 0; 10 is positive and is bigger than 0.
картинка 200 –5 is greater than –8; –5 is closer to 0 than –8 is.
картинка 201 –300 is greater than –400; –300 is closer to 0 than –400 is.
картинка 202 0 is greater than –6; –6 is negative and is smaller than 0.
Algebra I AllinOne For Dummies - изображение 203 7 is greater than –80; –80 is negative and is smaller than 0.

Algebra I AllinOne For Dummies - изображение 204Positive numbers are always bigger than negative numbers.

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