Ordered Pairs & Distance
Distance & Perimeter
Area
Surface Area
Volume
100
Explain the directions you would move to plot the point for ordered pair, (-4, 3)
Start at the origin, Move Left 4 spaces, and up 3 spaces
100
How do you find perimeter of any shape?
Add all the sides!
100
Find the area of the shape.
14cm²
100
Find the surface area
78cm²
100
what is the volume of a cube with a side length of 3 inches?
27 inches cubed
200
Where would the point (1, 5) be when reflected over the x-axis?
(1, -5)
200
Find the perimeter.
26 units
200
Find the area.
63.86cm²
200
Find the surface area of the square pyramid.
297ft²
200
Find the volume and give answer in simplest form.
3/20cm³
300
What is the distance between points (-3,5) and (7, 5)
10 units
300
A right triangle has the vertices on a coordinate plane with points at T(-1,5), U(4,5), V(4,-2). What is the length of TU?
5 units
300
Find the area of the shape.
24units²
300
Find the surface area
189m²
300
What is the volume of a rectangular prism with a length of 22.5 feet, a width of 12 feet, and a height of 14 feet?
8,614.575 feet cubed
400
Where would (-3, -4) be if reflected over the y-axis?
(3,-4)
400
A rectangle has ordered pairs at (3, -9) (3, 7), (5, -9) and (5, 7). What is the perimeter?
36 units
400
A student is painting a block for his mom to use as a stepping stone. He only paints the top of the block. The vertices of the face are (-4, 3) (-4, -11) (4, 3) (4, -11). What is the area of the painted face?
112 units squared
400
169cm²
400
13.125 ft³ or 13 1/8ft³
500
The point (8, -14) was reflected over the an axis to (-8, -14). Which axis was it reflected over?
y axis (because the x coordinate changes!)
500
A rectangle has ordered pairs at (3, -9) (3, 7), (5, -9) and (5, 7). What is the area?
32 square units
500
What is the area of a right triangle with a height of 18 1/4 meters and a base of 42 meters?
383 1/4 or 383.25 meters squared
500
96.6ft²
500
A family is building a fire pit for their yard that is shaped like a rectangular prism. They want the firepit to have a volume of 72 feet cubed. If they already have the length measured at 7.2 feet and the height at 2 feet, what is the width needed to reach the desired volume?
5 feet