Exponents
Solve Equations
Inequalities
Pythag. Theorem
Translations
100

Simplify: 2640

What is 1

100

5x + 45 = 90

What is x=9

100

Solve: 2x > 12

What is x>6

100

A ladder is leaning against a 16 ft building.  The ladder is placed 12 ft from the wall.  How long is the ladder?

What is 20 ft

100

Triangle QRS has vertices Q(-2, 2), R(-3, -4), and S(1,-2).  Write the coordinates of Q'R'S' after a translation 7 units right and 4 units down.

Q'(5, -2), R'(4, -8), S'(8, -6)

200

Evaluate (g+h)3 if g=2 and h=-3

What is -1
200
-2a - 9 = 6a + 15

What is a=-3

200

Solve: 3x - 3 ≥  12

What is x≥ 5

200

The diagonal of a television measures 27 in. If the width is 22 in, calculate its height to the nearest inch.

What is 16 in

200

Triangle TUV has coordinates T(0, 3), U(-3, 0), and V(-4, 4).  It is reflected across the y-axis.  Write the coordinates for T'U'V'.

T'(0, -3), U'(3, 0), and V'(4, 4)

300

Simplify: (3m3n2) (8mn3)

What is 24m4n5

300

2x + 28 - 6x = 8x + 4

What is x=-2

300

Solve: -5x - 12 < 8

What is x>-4

300

What is the perimeter of a right triangle if the hypotenuse is 15 cm and one of the legs is 9 cm?

What is 36 cm

300

Triangle ABC has vertices A(2, 1), B(3, 0), and C(1, -2).  Write the coordinates of A'B'C' after a dilation with a scale factor of 3.

A'(6, 3), B'(9, 0), and C'(3, -6)

400

Simplify: 45x15/9x10


What is 5x5

400

-g +2(3+g) = -4(g+1)

What is g=-2

400

Solve: -2.45x + 3.2 < -6.6

What is x>4

400

The sides of a right triangle measures 10, 24, and 26 cm.  Do they form a right triangle?

No

400

Keisha used a photo that measured 4 in by 6 in to make a copy that measured 8 in by 12 in.  What is the scale factor of the dilation?

What is a scale factor of 2

500

Simplify: (-3w3z8)5

What is -243w15z40

500

 ⅕ (5x - 5) + 3x = -9 (⅓x + 4)

What is x=-5

500

Halfway through the bowling league season, Stewart has 34 strikes per game.  He needs at least 61 strikes to beat the league record.  Write & Solve an inequality.  Use g for your variable.

What is g≥ 13.5

500

Find the distance between the points (0,2) and (5,-2) on the coordinate plane. Round to the nearest tenth. 

What is 6.4 units

500

Point Z is located at Z(1, -2).  Write the coordinates of the point after a clockwise rotation of 90 degrees about the origin.

Z'(-2, -1)