Expressions
Distributive Property
Estimating
Word Phrases
Scientific Notation
Simplifying
100

|a − 3| when a = 8

5

100

−9(x + 4)

−9x − 36

100

Estimate to the nearest dollar.

$6.46 + $4.21 − $2.65

$7

100

a number increased by 5

n+ 5

100

187.34 × 10^3

187,340

100

5(7b)

35b

200

(2r + 8) / (s - 2)  when r = 11 and s = 7 

6

200

4n(x − 2n)

 4nx − 8n^2

200

517(28)

15,000

200

the difference of 7 and a number

7 − n

200

6.4 × 10^8

640,000,000

200


(a − 34) − 28

a − 62

300

6r − 2s when r = −7 and s = −4

-34

300

−3(x − y + 2)

−3x + 3y − 6

300

Estimate

78 · 942

72,000

300

4 more than the opposite of 6

−6 + 4

300

0.00000321

3.21 × 10^−6

300

2x − 8 + 5x

 7x − 8

400

|− 28 / k|   when k = 7

4

400

−2x(3y − 8 + 4z)

−6xy + 16x − 8xz

400

Estimate

9859/192 

50

400

3 times the sum of x and 5

3(x + 5)

400

3.1 × 10^−2

.031

400

2(3w − 4x) − 2w + 3 − 4x

4w − 12x + 3

500

−xy2 + 3x − 2y + 6 

How many terms in this expression? __

What is the coefficient of the third term? __

What is the constant term? __

_4_

_-3_

_6_

500

5x(12) − 5x(y)

5x(12 − y)

500

Jonathan bought a new car for $19,875. He later sold the car for $9,495. Esti-mate the difference in the prices to the nearest hundred dollars.

$10,400

500

33 decreased by the quotient of x and 7

33 −    x/7

500

0.0084

8.4 × 10^−3

500

4a(a + b) + 2(a − 6b) + 7a

4a^2 + 9a + 4ab − 12b

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