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U4 Surface Area and Volume 3D Objects Unit Exam

Last updated over 6 years ago
32 questions
There are 31 questions. You will have 60 mins to complete the test.
You are encouraged to use scrap paper and a calculator. Good luck!
1

What is the surface area of this net? (round to the nearest whole number. Do not include units) :

1

What is the surface area of this net? (round to the nearest whole number. Do not include units) :

1

What is the surface area of this net? (round to the nearest whole number. Do not include units) :

1

How many blocks does this object have in total? In other words, what is the volume of this rectangular prism? (round to the nearest whole number. Do not include units) :

1

What would be the volume of this net, if it was folded up into its 3D shape? (round to the nearest whole number. Do not include units) :

1

What would be the volume of this net, if it was folded up into its 3D shape? (round to the nearest whole number. Do not include units) :

1

What would be the volume of this net, if it was folded up into its 3D shape? (round to the nearest whole number. Do not include units) :

1

Find the Surface Area (to the nearest tenth):

1

Find the Volume (to the nearest tenth):

1

Find Surface Area in mm2 (round to the nearest whole number. Do not write the units) :

1

Find Volume in mm3 (round to the nearest whole number. Do not write the units) :

1

Find the Surface Area (to the nearest tenth):

1

Find the Volume (to the nearest tenth):

1

Find the surface area in mm2 (round to the nearest whole number. Do not write the units) :

1

Find the volume in cm3 (round to the nearest whole number. Do not write the units) :

1

Find the Surface Area of the cylinder with r = 1.75 cm and h = 3.6 cm (to the nearest tenth).

1

Find the Volume of the cylinder with d = 4.3 nm and h = 2 nm (to the nearest tenth):

1

Find the surface area in cm2 (round to the nearest whole number. Do not write the units) :

1

Find the volume in m3 (round to the nearest whole number. Do not write the units) :

1

Daniel wants to cover the outside of an empty 3-ring binder with plastic. Each dimension of the binder has been written to one decimal place. How much plastic is needed to cover the outside of the binder? (to the nearest tenth):

1

This triangle is one base of a right triangular prism. What should the length of the prism be so its volume is between 100 cm3 and 150 cm3 ? (to the nearest tenth):

1

The surface area of a cube is 864cm2. What is the area of one face of the cube? (round to the nearest whole number. Do not write the units)

1

The surface area of a cube is 864cm2. What is the length of one sides of the cube? (round to the nearest whole number. Do not write the units)

1

Find the volume in cm3 (round to the nearest whole number. Do not write the units) : Hint, you may or may not need Pythagorean Theorem ;)

1

How many blocks does this object have in total? In other words, what is the volume of this 3D object? (round to the nearest whole number. Do not include units) :

1

What is the volume of this 3D object? (round to the nearest whole number. Do not include units) :


1

Find the surface area of this shape.

1

Find the volume of the prism that this net will make (to the nearest tenth):

1

A sculpture comprises 3 cylindrical columns. Each column has diameter 1.2 m. The heights of the columns are 3 m, 4 m, and 5 m. The surfaces of the cylinders are to be painted. Calculate the area to be painted. (The base each column sits on will not be painted.) (round to the nearest whole number. Do not write the units):

1

A concrete column in a parkade is cylindrical. The column is 11m high with a diameter of 3.6m. What is the volume of the concrete in one column. Round to the nearest whole number (do not include units).

1

A concrete column in a parkade is cylindrical. The column is 11m high with a diameter of 3.6m. What is the volume of the concrete in one column. If there is 137 columns in the parkade, what is the total volume of concrete? Round to the nearest whole number (do not included units).

0

A concrete column in a parkade is cylindrical. The column is 11m high with a diameter of 3.6m. What is the volume of the concrete in one column. If there is 137 columns in the parkade, what is the total volume of concrete. If the total amount of concrete was made into a cube, what would be the length of one side? Round to the nearest whole number (do not include units).