Prism Volume and Dimensions Assessment

Mr. Bun reviews the answers to lesson 9's exit ticket, focusing on calculating the dimensions and volumes of two rectangular prisms, Z and Y. He explains how to find the dimensions of each prism and calculate their volumes, then adds these volumes to find the total volume of the sculpture. The lesson concludes with a preview of the next lesson, which will cover finding the area of rectangles using fractions.

What was the main task assigned in the lesson?

• To draw a sculpture and color it

• To find the dimensions and volume of prisms

• To create a 3D model of a sculpture

• To write an essay about sculptures

What is the height of Prism Z?

• 10 inches

• 12 inches

• 18 inches

• 20 inches

How do you calculate the volume of a rectangular prism?

• Length + Width + Height

• Length x Width x Height

• Length x Width

• Width x Height

What is the volume of Prism Z?

• 1,000 cubic inches

• 1,500 cubic inches

• 2,000 cubic inches

• 1,800 cubic inches

What is the length of Prism Y?

• 8 inches

• 10 inches

• 6 inches

• 4 inches

How is the height of Prism Y determined?

• By adding the height of Prism Z and the gap

• By subtracting the gap from the height of Prism Z

• By using the width of Prism Z

• By measuring directly from the sculpture

What is the volume of Prism Y?

• 288 cubic inches

• 300 cubic inches

• 200 cubic inches

• 350 cubic inches

How do you find the total volume of the sculpture?

• By dividing the volume of Prism Z by Y

• By adding the volumes of Prism Z and Y

• By multiplying the volumes of Prism Z and Y

• By subtracting the volume of Prism Y from Z

What is the total volume of the sculpture?

• 2,000 cubic inches

• 2,200 cubic inches

• 2,088 cubic inches

• 1,800 cubic inches

What is the next lesson going to cover?

• Finding the area of circles

• Multiplying fractions and mixed numbers

• Calculating the perimeter of polygons

• Understanding geometric transformations