7: Add/Subtract Rational #s
8: Solving Systems w/ Substitution
7: Multiply/ Divide Rational #s
8s: Solving Systems w/ Elimination
100

The value of (-8) + (-5)

What is -13?

100

Find x: 

1: y = 3x
2: x + y = 12

What is 3?

100

The product of (-6) x (-7)

What is 42?

100

Which variable is eliminated in this system? 

1: x + y = 10
2: x - y = 4

What is y?

200

The value of 7 - (-4)

What is 11?

200

Find y:

1: x = 5
2: 2x - y =  4

What is 6?

200

The quotient of -45/9

What is -5?

200

The solution in (x,y):

1: x + y = 10
2: x - y = 4

What is (7,3)?

300

In simplest form: -3/4 + 1/2

What is -1/4?

300

The solution in (x,y):

1: y = x + 2
2: y = 2x - 1

What is (3,5)?

300

The value of (-2/3) x (9/10) in simplest forms, written as an irregular number.

What is (-6/5)?

300

The solution in (x,y):

1: 2x + y = 11
2: 2x - y = 5

What is (4,3)?

400

The sum of -2 1/3 & 5 5/6, written as a mixed number.

What is 3 1/2?

400

The solution in (x,y):

1: 2x + y = 7
2: 3x - 4y = 5

What is (2,3)?

400

The value of (-2/5)^3, written as a mixed number

What is 3 3/5?

400

The solution in (x,y):

1: 4x - 3y = 11
2: 3x + 2y = 4

What is (2, -1)?

500

The result of -4.2 - (-3/5) + 1.8, written as an irregular number.

What is -9/5?

500

The result of (-3 1/3) / (-2 1/2), as a fraction in simplest form

What is 1 1/3 OR 4/3?

500

3 pens & 2 notebooks cost $12, while 5 pens and 4 notebooks cost $22.

Find the cost of 1 notebook.

Let p represent pen cost in $, let n represent notebook cost in $.

What is $3?

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