|Dec11-10, 02:33 PM||#1|
Find the work
Hello, Can someone please give some hints on how to start this problem? I tried a few things but nothing is working!
A spherical tank of water has a radius of 14 ft, with the center of the tank 50 ft above the ground. How much work will it take to fill the tank by pumping water up from ground level? Assume the water weighs 62.4 lb/ft3. Give your answer to the nearest ft · lb.
So this is what I did:
I know that we need to use this formula W=wpi∫x^2deltay
if i take that the center is 50 ft above the ground that means i can use point (0,50) to find x^2 and r=14 (here is where i think im wrong)
(x-h)^2+(y-k)^2=r^2 ==> x^2=14^2-(y-50)^2
and we should integrate from y=36 to y=64 because the center of the tank is 50ft above the ground?
|Similar Threads for: Find the work|
|How to find work?||Introductory Physics Homework||2|
|Find the work||Calculus & Beyond Homework||2|
|Trying to find how much work is done by friction||Introductory Physics Homework||1|
|Hooke's Law to find work.||Introductory Physics Homework||1|
|Need to find WORK||Calculus||2|