a water tank in the shape of a circular cone with its top down, with a base radius of 5cm and height of 10cm. pour water into it at rate of 28 cm3/min. calculate the rate of change of height of water two minutes after the start of pouring water.
3 answers
The rate of change of height of water two minutes after the start of pouring water is 14 cm/min. This is calculated by using the formula for the volume of a circular cone (V = (πr2h)/3) and solving for h. The volume of water poured in two minutes is 56 cm3, so h = (56π)/(3*25) = 14 cm. Therefore, the rate of change of height of water two minutes after the start of pouring water is 14 cm/min.
again, total gibberish by the AI
adjust my previous answer to this question to fit the one change made.
adjust my previous answer to this question to fit the one change made.
impatient much?
Once is enough, thank you.
Repeated postings will not get faster or better responses.
Once is enough, thank you.
Repeated postings will not get faster or better responses.
1 answer