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100

How many Terms are in the following question?

10x - 5y / 3 

3 Terms

100

What kind of relationship is it called if the Graph is going down.

Non-linear

100

Simplify this equation: 

(9x2 + 5x - 6) + (4x2 + 4x - 10)

13x2 + 9x - 16

100

Does the point (30,3) satisfy this equation?

y = -1/2x - 12

Yes

200

Solve for the following:

3/5 + 6/15

15/15 or 1

200

Determine the Rate of change of this chart :

 X      Y

  5     20

 10    40

 15    60

Rate of change = 4

200

Simplify this equation:

(9xy + 6y - 5x - 4) - (6xy - 5y - 4x + 7)

3xy + 11y - 1x - 11

200

Is the following pair of lines parallel, perpendicular or neither?

y = 1/5x - 7

y = 5x - 7

Perpendicular

300

Solve for x

5x + 22 = 186

x = 32.8

300

Find the Initial Value and Rate of Change:

y = 10x + 600

Initial Value = 600

Rate of Change = 10

300

If 2x + 32 = 128, find the value of 9x.

x = 48

9x = 432

300

For the line y = 3/5x + 9

State the slope and the y intercept.

Slope = 3/5

Y int = 9

400

Simplify the following by collecting like terms:

-7x2 + 6x + 9 + 4x2 - 9x - 5

-3x2 + -3x + 4

400

If an equation for a linear relationship was y = 7n + 100, If n was 15, What would be y?

y = 205

400

Tripling a number and decreasing it by 24 has the same result as doubling a number and increasing by 10.

Create and solve the equation.

Equation: 3x - 24 = 2x + 10

Answer: x = 34

400

Create the equation of the line with y = ax + b format using these two points : 

(2,-18) and (-4, 45)

Slope = 21/2

Equation = 21 = a(2) + b

500

Renee has a 10ft long Pole. If he cuts his Pole into pieces of 1/3 of a ft, how many pieces does he have?

Renee has 30 pieces

500

A Gym offers two different memberships. Plan A has a fee of $15 plus $2 every hour. Plan B has no initial fee but charges $3.50 an hour.

Find the Point of intersection using a graph.

Approximately (11,37)
500

The total perimeter of a rectangle is 8x + 24. If the length of the rectangle is 2x + 6.  Create the equation for the width of the rectangle.

width = 2x + 1

500

For a field trip to Niagara Falls, the teacher has to pay a initial fee for the bus and also $15 per student. For 20 students it costs $670.

Find the initial fee for the bus and then the equation.

Initial fee = 370

Equation: y = 15x + 370