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100

Evaluate:

(-4)^2-2(8-10)+3^3

47

100

Solve:

If  x/2+3=10 , then 3x= ?

42

100

Find the original price of an item with a sale price of $120 after a 20% discount.

$150

100

Write the equation of the line given below:

y=-2/3x-4

100

Convert to a standard number:

7.29 X 10^8

792,000,000

200

Simplify:

-2(-4x^2+3x+9)-3(2x^2+2x-8)

2x^2-12x

200

Solve:

-3x+9<=36

x>=-9

200

The price value of a car increased by 15%. If the car was worth $26,000, find the new price.

$29,900

200

Graph the following inequality:

2x+3y>=6

200

Convert to Scientific Notation:

0.00000627

6.27 X 10^-6

300

Simplify:

3/4+5/8+18(1/2)

83/8

300

Solve:

3(x-1)=5x+3+x

x=-2

300

Tickets to a local dance recital cost $2 for children and $4 for adults. If 18 people attended and the school made a total of $56 in ticket sales, how many ADULTS attended the dance recital?

10 adults

300

Given  y=2x-6 Find the following three attributes: (all must be correct for points)

Slope:

x-intercept:

y-intercept: 

Slope: 2

x-intercept: (3, 0)

y-intercept: (0, -6)

300

Multiply:  (4a-1)^2 

16a^2-8a+1

400

Simplify:

1/6 / (-1/2+1/3)^2

6

400

Solve the system of equations:

y=-3x+3

9x+2y=7

(1/3,2)

400

The perimeter of a rectangle is 38. The length is 5 less than the width. Find the area.

35 units^2

400

The two triangles below are similar. Find the value of x and y.

x = 5 and y = 4

400

Write the equation of the line with a slope of 2 and passes through the point 

(3, - 6)

y =2x-12

500

Simplify:

(10x^25)/(60x^-2)

x^27/6

500

Given the equation  8x-3y=36 , find the value of x when (x, 4).

x = 6

500

Find the volume of a rectangular prism with side lengths of 7 in by 9 in by 16 inches.

1000 squared inches

500

Find the measure of angles x and y.

x = 87 degrees and y = 93 degrees

500

Simplify: 

(5x^4-8x)/x

5x^3-8

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