Quadrilaterals
Similar Triangles
Trigonometry
Circles
MISC
100

This is the relationship between adjacent angles of a parallelogram

What are supplementary?

100

Two triangles are similar.  One has sides 8, 9, and 14.  The other has sides 24, 27, and x.  This is the value of x.

What is 42?

100

This is what sine is equal to

opposite over hypotenuse

100

This is the name of a line that touches a circle at one point

What is tangent line?

100

This is the formula for the area of a sector

What is A = pi*r2(n/360)?

200

A trapezoid has a midsegment that is 30 cm long.  It's short base is 22 cm long.  This is how long the long base is.

What is 38 cm?

200

This is the transformation that makes similar triangles

What is a dilation?

200

This is the trig ratio you use to find the adjacent side when you know the opposite side

What is tangent?

200

This is the relationship between a tangent and a radius

What is perpendicular?

200

This is the formula for the surface area of a sphere

What is 4*pi*r2?

300

These quadrilaterals have diagonals that bisect each other

What are parallelograms, rhombii, rectangles, and squares?

300

These are the similar triangle theorems

What are AA, SAS, and SSS?

300

This is the angle size when the adjacent side is 12 and the hypotenuse is 24

What is 60 degrees?

300

This is the relationship between an inscribed angle and its intercepted arc

What is the inscribed angle is half the intercepted arc?

300

This is the formula for the volume of a sphere

What is 4/3*pi*r3?

400

These quadrilaterals have diagonals that are perpendicular

What are kites, rhombii, and squares?

400

In sunlight, a cactus casts a 15 ft. shadow.  At the same time, a 6 ft tall person casts a 4 ft. shadow.  This is the height of the cactus.

What is 22.5 ft?

400

This is the length of the hypotenuse when the side opposite a 56o angle is 5 ft. (nearest hundredth)

What is 6.03 ft?

400

This is how to find the length of an arc

What is L = 2*pi*r*(n/360) with r = radius and n = angle measure?

400

This is the formula for arc length of a circle

What is L = 2*pi*r(n/360)?

500

A quadrilateral has points at (0,0)  (6,8)   (-2,14)   and (-8,6).  This is the lengths of the sides and type of quadrilateral.

What is length = 10 and the quadrilateral is a square.
500

Draw three parallel lines.  Draw a transversal.  Label the part of the transversal between the first two lines as 5, and the part between the second two lines as 8.  Draw a second transversal.  Label the part between the first two lines as 10. This is the length of the part between the second two parallel lines.

What is 16?

500

You are standing 100 ft. from a cell tower.  When you look up to the top, you look with a 36 degree angle of elevation.  This is the height of the cell tower.

What is 72.65 ft?

500

This is the equation of the circle with center (-2, 5) and radius = 4

What is (x + 2)2 + (y - 5)2 = 16?

500

12 gumballs are inside a cylinder with a radius of 1 cm.  The cylinder has a height of 24 cm.  Each gumball is a sphere with radius = 1 cm.  This is the amount of empty space in the cylinder.

What is 25.1 cm3