Algebra 1: Chapter 2

Algebra 1: Chapter 2

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Section 1

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42pq

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Date created

Mar 14, 2020

Cards (55)

Section 1

(50 cards)

42pq

Front

simplify (7p)(6q)

Back

solving

Front

finding the value for the variable that makes the sentence true

Back

10a

Front

simplify 2(5a)

Back

a + b + 7

Front

simplify a + 3 + b + 4

Back

360

Front

simplify: 275 + 52 + 25 + 8

Back

True

Front

true or false: ab - ac = a(b-c)

Back

-z + 5

Front

simplify -7 + (-z) + 12

Back

equivalent equations

Front

equations that have the same solution

Back

open sentence

Front

a mathematical statement containing one or more variables

Back

equation

Front

A mathematical sentence that contains an equals sign.

Back

16

Front

simplify x - (-8) - [x + (-8)]

Back

5n - 8

Front

simplify 13 + 5n + (-21)

Back

True

Front

true or false: a(b + c) = ab + ac

Back

17

Front

simplify 22 + [6 + (-11)}

Back

addition property of equality

Front

If you add the same number to each side of an equation, the two sides remain equal. If a = b, then a + c = b + c

Back

7/5

Front

State the reciprocal of 5/7

Back

10,000bcde

Front

simplify (25b)(25c)(4d)(4e)

Back

no solution

Front

equation that is never true no matter what value is used for the variable

Back

p+q+21

Front

simplify 16 + p + q +5

Back

7y+5

Front

Write the equation for: Five more than the product of 7 and y.

Back

-49w

Front

simplify 343w/-7

Back

-21

Front

simplify -5 + (-7) + (-9)

Back

-78

Front

simplify -13 / 1/6

Back

-1

Front

State the reciprocal of -1

Back

number theory

Front

study of numbers and the relationships between them

Back

True

Front

true or false: (b + c)a = ba + ca

Back

solution

Front

answer to the equation

Back

3rd floor

Front

Paul got into an elevator on the fourth floor. Before he got out, the elevator went up seven floors and then down eight floors. On what floor did he get out?

Back

consecutive even integers

Front

Ex. 2,4,and 6 or n, n+2, and n+4

Back

11

Front

simplify (-4 + 8) + 7

Back

ratio

Front

comparison of two numbers by division

Back

x-5

Front

simplify 3 + x + (-8)

Back

False

Front

true or false: a + (bc) = (a + b) (a + c)

Back

consecutive odd integers

Front

Ex. 1,3, and 5 or n, n+2, and n+4

Back

8m - 7n

Front

simplify -1/7(-56m + 49n)

Back

multiplication property of equality

Front

You can multiply the same number on each side of an equation. If a = b, then a•c = b•c

Back

-11

Front

simplify (25-31) - (-6 + 11)

Back

False

Front

true or false: (b - c)a = ba - c

Back

-x = 8 - 4

Front

Write the equation for: the opposite of x is four less than eight.

Back

consecutive integers

Front

integers in counting order, Ex. 4,5, and 6 or n, n+1, and n+2

Back

9x+2y

Front

simplify 7x - y + 2x + 3y

Back

4

Front

simplify (23)(0.25) - (7)(0.25)

Back

division property of equality

Front

Dividing the same number to each side of the equation produce an equivalent equation. if a = b and c is not equal to 0, then a/c = b/c

Back

subtraction property of equality

Front

If you subtract the same number from each side of an equation, the two sides remain equal. If a = b, then a - c = b - c

Back

replacement set

Front

a set of numbers from which replacements for a variable may be chosen

Back

percent

Front

ratio that compares a number to 100

Back

48

Front

simplify -16(-3)

Back

6.43

Front

simplify 0.77 + 0.33 + 1.22 + 4.11

Back

90

Front

simplify: (-1)(3)(-5)(6)

Back

8

Front

simplify 0.1 + 1.8 + 5.9 + 0.2

Back

Section 2

(5 cards)

x + (x + 1) + (x + 2) = 28

Front

write an equation for the sum of three consecutive integers is 28

Back

x(x + 1) = 6

Front

write an equation for the product of two consecutive integers is six.

Back

x + (x + 2) = 2x + 2

Front

write an equation for the sum of two consecutive even integers is 2 more than twice the smaller integer.

Back

-x

Front

simplify: 2(x - 3y) - 3(x - 2y)

Back

x + (x + 1) = 15

Front

write an equation for the sum of two consecutive integers is 15.

Back