The Language of Algebra
Integer Rules
Integer operations
Rational numbers
Exponent Laws
100

Evaluate:

4[25/(2+3)]


20

100
What is the rule for subtracting?

Add the opposite

100

-30 - 65 = ?

-95

100

(2/5) + (3/10)


Add and simplify

7/10

100

(r^2)(r^4)= 

r^8

200

Write a numerical expression:

The number of soccer players on each of 5 teams if there are 35 players

35 / 5

200

What is the rule for adding numbers with the SAME sign?

Add their absolute values and use the same sign 

200

-4 + 52

48

200

Write 5/12 as a decimal

0.4166...

200

(10^2)/(10^5) =

10^-3

300

Evaluate:

3[6+(6-2)]

30

300

What's the rule for adding integers with DIFFERENT signs?

Subtract their absolute values and take the sign of the greater absolute value. 

300

35 x -2 = ?

-70

300

Write 5.875 as a mixed number. Simplify.

5  7/8

300

Put this in scientific notation:

.00064

6.4 x 10^-4

400

Evaluate if a=4, b=8, and c=11

3a + 4b - c

33

400

When you multiply two of the same signs, your answer will be ________________. 

Positive
400

-14 / -2 = ?

7

400

(-9/12)(-2/3)=

Simplify.

18/36= 1/2

400

Subtract. 

(2.78 x 10^5) - (46,500)

2.315 x 10^5

500

Name the property shown by this statement:

3 x (5 x 2) = (3 x 5) x 2

Associative property of multiplication

500

When you divide two DIFFERENT signs, the answer will be ________________.

Negative

500

40 + (-8)

32

500

6 3/8 divided by -4 1/4

Simplify.

51/34= 3/2

500

Multiply. Write your answer in scientific notation. 

(7.57 x 10^2)(1.10 x 10^5)

8.327 x 10^7