The volume of a rectangular prism is 3 25/36 cubic units, and the base area of the prism is 3 1/6 square units. the height of the rectangular prism is a. 1 1/6units b. 1 1/2 units c. 3 1/6 units d. 3 1/3 units. the number of cubic blocks, each with a volume of 1/36 cubic units, needed to fill the rectangular prism is a. 7 b. 19 c. 133 d. 152. ?

The height of the prism is units ⇒ answer a

The number of blocks needed is 133 ⇒ answer c

Step-by-step explanation:

* Lets explain how to solve the problem

- The volume of a rectangular prism is

→ V = Area of the base × its height

- The volume of the rectangular prism is units³

- The area of its base is units²

- Substitute the values of the volume and area of the base in the rule

∴

- Divide the two sides by

∴ units

* The height of the prism is units

- The volume of each cubic block is units³

- The number of blocks = volume of the prism ÷ volume of the block

∵ The volume of the prism is units³

∵ The volume of each block is units³

∴ The number of blocks = ÷

∴ The number of blocks = 133

* The number of blocks needed is 133