3D Geometry review packet part 1
Boost your 3D geometry skills! Master surface area, volume, and shape properties with our review packet.
1. Find the surface area of the shape above. 2. Give the number of faces in the figure below. 12 8 6 3. Give the number of vertices in the figure below. 6 5 9 4. Find the volume of the figure below. 5 units cubed 8 units cubed 6 units cubed 7 units cubed 5. Find the volume of the prism below. 109.14 cm cubed 53 cm cubed 73.4 cm cubed 26.5 cm cubed 6. What shapes are the faces of a triangular prism? rectangles, triangles triangles, circles triangles, rhombus triangles, rectangles, pentagons Surface Area 7. Find the surface area of the triangular prism below. Number 8-Part I 8A. Mike bought a television for his parents. He wants it to be a big surprise; so, he is going to wrap it up. How much wrapping paper does he need to wrap the present with the dimensions below. Number 8-Part II 8B. If a roll of wrapping paper covers 100 inches squared, how many rolls of wrapping paper will Mike need to buy to wrap the entire television (see picture above in question #8)? Number 9=Parts A thru C For this problem, use the drawing box to draw a net for each of the following figures:A. triangular pyramidB. rectangular prismC. cube Number 10-surface area What is the surface area of this net? 11. Using this shape, fill in the blanks below. The length of the box is 6.The width of the box is 4.The height of the box is 5.The volume of the box is 120. Number 12-surface area What is the surface area of the triangular prism? 13. Matching of 3D terms Match the term with its correct definition. prism has two congruent and parallel bases joined by rectangle faces face flat surface of a figure edge the line segment where two flat surfaces or faces meet vertices where 2 or more faces meet to form a point pyramid has one polygon base and all faces are triangles volume the measure of space occupied by a solid (the "inside" of the solid) surface area the sum of the areas of all the faces of a solid figure (the "outside" of a solid)