University:
Glendale Community College
Course:
MAT142 | College Mathematics
Academic year:

2019
Views:

418

Pages:

9
Author:

helkoktcj

Section 2.3 Volume Here are the volume formulas we will need for this section. Volume of a “triangular prism”. Volume of a rectangular pyramid. Homework # 1- 30: Find the volume. Leave your answer in terms of 𝜋 when appropriate. 1) 2) 3) 4) Assume measurements are in feet. 5) 6) 7) 8) 9) 10) 11) Assume measurements are in centimeters. 12) 13) Assume the base of the pyramid is a square. Leave your answer in fraction form. 14) Assume that the units are given in meters. Round your answer to 2 decimals, if appropriate. 15) This is a square pyramid. The base is a 4 cm by 4 cm square. 16) 17) 18) 19) Write your answer as a fraction in terms of 𝜋. 20) Write your answer as a fraction in terms of 𝜋. 21) Write your answer as a fraction in terms of 𝜋. 22) Write your answer as a fraction in terms of 𝜋. 23) Hint you will need to subtract to find the height of the cone. Write your answer as a fraction in terms of 𝜋. 25) Write your answer in terms of 𝜋. 24) Write your answer as a fraction in terms of 𝜋. 26) 𝜋. Write your answer as a fraction in terms of 27) 28) Assume lengths are given in feet. 29) 30) Assume lengths are given in inches. 31) 32) Answers: 1) 194.4 cm3 3) 36 ft3 5) 192𝜋 cm3 7) 4.608𝜋 ft3 9) 96𝜋 cm3 11) 960𝜋 cm3 175 10976 32 13) 3 m3 15) 48 cm3 17) 112 in3 19) 3 𝜋 m3 21) 3 𝜋 in3 23) 60840𝜋 ft3 25) 475 3 𝜋 cm3 27) 24000 ft3 29) 1428 in3 31) 24000 mm3