Do you have to integrate to solve this?
Water is leaking out through a hole in the bottom of a bucket at a rate dv/dt
= −8(25 − t),
where v cm3 is the volume of liquid in the bucket at time t seconds. Initially there was 2.5 litres of water in the bucket. Find v in terms of t, and hence find the time taken for the bucket to be emptied.
Water is leaking out through a hole in the bottom of a bucket at a rate dv/dt
= −8(25 − t),
where v cm3 is the volume of liquid in the bucket at time t seconds. Initially there was 2.5 litres of water in the bucket. Find v in terms of t, and hence find the time taken for the bucket to be emptied.
1 Answer
Jan 10, 2018
See the answer below:
Explanation:
Credits:
Thanks to Philip for the help in reminding us of the boundary conditions for calculating the constant c, on the web site
https://au.answers.yahoo.com/question/index?qid=20161118204148AAwvliV
