w o r d
Area
Wrapping Paper
Surprize
Water
WORD
100

A museum entrance is shaped like a rectangular pyramid. The rectangular base is 10 meters long and 8 meters wide. The slant height of the triangles meeting the 10m side is 12 meters, and the slant height of the triangles meeting the 8m side is 13 meters. What is the total surface area of the four triangular glass sides? (Do not include the floor).

224 m squared

100

Find the area of this shape

2084.21 mm2

100

Find surface area.

1,216 cm2

100

Find the surface area  


SA = 96 cm2

100

Find the volume of this figure.

120 yd3

100

A vase in the shape of a cube measures 8 inches on each side. The vase is filled halfway with water. How many cubic inches of water are in the vase?

256 inches cubed

200

A scientific research team is launching a spherical weather balloon. Once fully inflated, the balloon has a radius of 3 meters. What is the total surface area of the latex material when the balloon is fully inflated?

113.10 m squared

200

Find the Area:

67.2 m2

200

What is the surface area of the figure:

1204.5 m2

200

Wrapping paper is rolled around a hollow cardboard tube with dimensions shown below. What is the minimum amount of cardboard needed to create the tube?    

SA: 169.56 inof cardboard

200

Find the volume: use 3.14 for pi



314 mm3

200

A rectangular prism has a length of 8 cm, a width of 5 cm, and a surface area of 286 cm². Find the height of the prism, then calculate its volume.

Height: 7.92 cm 

Volume: 316.9 cm cubed

300

A soup company is designing a paper label to wrap around their new "Chunky Chili" cans. The can has a height of 12 cm and a diameter of 8 cm. The label wraps perfectly around the side of the can but does not cover the top or bottom metal lids. What is the area of the paper needed for one label?

301.59 cm squared 

300

Find the area: Use 3.14 for pi

530.66 km2

300

Find the surface area of the shape.

1,256 m squared

300

Find the volume:

V= 20 in3

300

Find the volume of this hemisphere. 

936.25 m cubed

300

A local ice cream shop, "The Daily Scoop," uses custom-made waffle cones for their giant sundaes. Each cone has a slant height of 15.52 centimeters and a base radius of 4 centimeters.

To prevent the cone from getting soggy, the shop fills the entire inside of the cone with melted chocolate before adding the ice cream. What is the total volume of chocolate needed to fill one cone?

251.33 cm cubed

400

A landscaper is creating a cone topiary frame to be covered in moss. The cone has a radius of 6 cm and a slant height of 10 cm. Unlike a party hat, this frame has a solid circular base that also needs to be covered in moss. What is the total surface area of the cone, including the base?

301.59 cm squared

400

Find the area:

230.8 ft2

400

What is the surface area of the figure: use 3.14 for pi

753.6 in2

400

Ron is building a wheelchair ramp out of wood for his business. How many square feet of wood will he need? 

                                                       


    

77.1 ft2 of wood

400

Find the volume of this figure

113.04 cm cubed

400

A sports equipment company is designing a new professional soccer ball. To meet international standards, the ball must have a diameter of 22 centimeters.

Before the ball is stitched and sealed, it is filled with pressurized air. How many cubic centimeters of air are needed to completely fill the soccer ball?

5,575.28 cm cubed

500

An "A-frame" tent has a front and back shaped like equilateral triangles with sides of 2 meters and a vertical height of 1.73 meters. The tent is 3 meters long. What is the total surface area of the fabric needed to create the entire tent?

21.46 m squared

500

Find the area of this composite figure

196.48 units squared

500


Find the surface area of this 3D shape. 

144.72 cm squared

500

Find the surface area of this shape

361.28cm squared

500

Find the volume:

Volume = 364 m3

500

An architecture firm is 3D-printing a concrete bench for a park. The bench is shaped like a triangular prism lying on its side.

The triangular face (the base) has a bottom width of 60 cm and a vertical height of 45 cm. The entire bench is 200 cm long.

What is the total volume of concrete, in cubic centimeters, needed to print the bench?

270,000 cm cubed