7th Grade Math Worksheets

Count the number of unit squares on each of the six faces of the rectangular prism and add them up to find the surface area.

Find the volume of each rectangular prism featuring fractional side lengths by multiplying its length, width and height.

Converting between different units of measurement can be a little tricky, but don't worry: with practice, you will be a pro.

Challenge yourself by solving these problems on volume of prism involving equilateral, scalene and isosceles triangles.

Split the solid figure into rectangular prisms, find their areas, add them up and subtract the common areas to obtain the area.

Substitute the radius and height in the formula V = πr²h to find the volume of the given cylinder.

Maximize your learning by practicing these problems on surface area of cylinders applying the formula SA = 2πr² + 2πrh.

Improve your exam-acing prowess with this resource on finding the volume of prisms using the base area and one of the sides.

Get a clear view of surface area of prisms and cylinders by working out the problems using the appropriate formulas.

Multiply the length, width and height of the rectangular pyramid to compute its volume.

Presenting clear illustrations of square pyramids with worked-out examples, this is a perfect resource to learn surface area.

Calculate the volume of a triangular pyramid by multiplying the base area with its height and then multiply the product with 1/3.

Recall the area of a triangle, find the area of each face, add them up to compute the surface area.

Divide the given solid shape into two simpler 3D figures, find the volume of each shape and add them up.

Familiarize yourself with the volume of prisms featuring trapezoidal and parallelogram bases by tackling these problems.

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