SOLUTION: Hello, I have this question on a past paper for my exams which I am struggling with;
"A gourmet chef is renowned for her spherical shaped souffle. Once it's put in the oven, its
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Question 601881: Hello, I have this question on a past paper for my exams which I am struggling with;
"A gourmet chef is renowned for her spherical shaped souffle. Once it's put in the oven, its volume increases at a rate proportional to its radius.
Show that the radius r cm of the souffle, at time t minutes after it has been put in the over, satisfies the differential equation where k is constant."
Thank you :)
Answer by richard1234(7193) (Show Source): You can put this solution on YOUR website!
"its volume increases at a rate proportional to its radius"
Therefore,
where C is a constant. However we also know that
because the souffle is shaped like a sphere. Substitute into the first equation to obtain
Solve for dr/dt
(k is another constant).
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