What is S= Opposite / Hypotenuse, C= Adjacent / Hypotenuse, T= Opposite / Adjacent
100
A chord that contains the center of a circle
What is the diameter of a circle
100
How do you solve a triangle?
What is find all the sides and angles
100
Given a parallelogram with base of 7 and height of 4.
Find the area
What is 28 units^2
100
A = 1/2 bh
What is the formula for area of a triangle?
200
Find x.
cos (53) = x / 36
What is 21.7
200
An angle whose vertex is the center of the circle and the measure of this is also called
What is a central angle and the measure of a minor arc
200
One leg of a triangle is 12, and the other is 18.
Find the hypotenuse (simplified square root answer)
What is 6* square root of 5.
200
A triangle has a height of 13 and a base of 10.
Find the area
What is 65 units^2
200
a^2 + b^2 = c^2
What is the Pythagorean Theorem?
300
Find x.
tan (66) = x / 35
What is 78.6
300
A circle has a radius of 5.
Find the circumference of the circle in terms of pi and a rounded answer
What is C= 10*pi and 31.4
300
One leg of a triangle is 6, and the hypotenuse is 15.
Find the missing leg (simplified square root answer)
What is 3* square root of 21
300
Given the area of a rectangle = 476, and a height of 17.
Find the base of the rectangle
What is 28
300
x^2 + y^2 = r^2
What is the standard equation of a circle?
400
Given:
tan (18) = x / 20
Find x and the hypotenuse
What is x = 6.5, hypotenuse = 21.03
400
AC is a perpendicular bisector of the diameter BD. Call the point of intersection S. AS = 4x and SC = 3x + 7.
Find x.
What is 6
400
Given:
A right triangle with a hypotenuse of 8, and the angle next to the right angle equaling 40.
Solve the triangle (find the other angle and the missing legs)
What is angle= 50, 5.1 and 6.1
400
Given a trapezoid with an area of 300, a height of 20 and a base of 10.
Find the missing base
What is 20
400
Give the formulas for circumference AND area of a circle
What is C = 2*pi*r and A = pi*r^2
500
Given:
cos (66) = x / 20
Find x and the missing leg
What is x= 8.1, missing leg= 18.3
500
The center of a circle is (0,0) and a point on the circle is (0,6).
Write the standard equation of the circle
What is x^2 + y^2 = 36
500
Given:
A triangle with one leg= 9, and the other leg= 12.
Solve the triangle (both angles and the hypotenuse)
What is 36.9, 53.1, and hypotenuse= 15
500
Given a rhombus. Its side length is 13. The lengths of one of its diagonals is 24.
Find the perimeter and the area of the rhombus
What is perimeter= 52, area= 120
500
Give the formulas for Arc Length AND area of a sector
What is Arc length = m arc AB / 360 * 2*pi*r and Area of a sector APB = m arc AB / 360 * pi*r^2