You are here

Problem 1.19

10 November, 2015 - 10:32
Euclid proved that the volume of a pyramid equals (1/3)bh, where b is the area of its base, and h its height. A pyramidal tent without tent-poles is erected by blowing air into it under pressure. The area of the base is easy to measure accurately, because the base is nailed down, but the height fluctuates somewhat and is hard to measure accurately. If the amount of uncertainty in the measured height is plus or minus e_h, find the amount of possible error e_V in the volume. 

Solutions for chapter 1