Rigid Transformations
2-Step Equations
One, Many, or Infinite Solutions'
Volume of Spheres, Cylinders, and Cones
Pythagorean Theorem
100

If a square is at (1,-2), at what point would it lay over the x-axis?

(1,2)

100

2k+5=17, find k.

k=6

100

2x+6=2x+6: one many or infinite solutions?

infinite

100

What is the volume of a cylinder with a radius of 3in and a height of 7in?

197.93ft

100

What are the sides of a triangle next to the right triangle?

Legs

200

If you rotate a point at (4,9) by 180 degrees around the origin, it will end at what point?

(-4,-9)

200

2a+11=35, find a.

a=12

200

2x-6=2x+6: one many or infinite?

no solution

200

What is the volume of a cone with a radius of 10ft and a height of 4ft?

418.93ft

200

When one leg = 6 and hypotenuse = 10, what is the other leg?

8

300

The coordinates of point A is (12,20). After being translated 8 units down and 10 units left, where will it lay?

(4,10)

300

2r+39=65, find r.

r=13

300

3(x-4)=3x+4: one many or infinite solutions?

no solution

300

what is the volume of a sphere with a diameter of 17cm?

818.83cm

300

When 1 leg = 6 and the other leg = 7 what is the hypotenuse?

square root of 85 (9.2)

400

Which of these is not a rigid transformation: reflection, rotation, translation, or dilation?

Dilation

400

12s+27=171, find s.

s=12

400

3x+2x+4=4x-1: one many or infinite solutions?

one solution

400

Find the height of a cylinder with the volume of 314in and a radius of 5in?

43in

400

the side of a triangle that always has the longest side in a right triangle?

Hypotenuse

500

The coordinate points for point B on a triangle are (-4,6). After a dilation of a scale factor of 1/2, what would the new coordinate points be?

(-2,3)

500

19b+314=1663, find b.

b=71

500

3x+6y=3/5(5x+10y): one many or infinite solutions?

infinite solutions

500

What is the radius of a sphere with a volume of 121.5ft?

4.53ft

500

When 1 leg = 15 and the other leg = 22, what is the hypotenuse?

The square root of 709 (26.6)

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