#implicit differentiation and related rates
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Remember, what does dr/dt refer to?
difference in radius with respect to time?
Change in radius over time.
Or, if you prefer, it's the slope of the line tangent to the curve r = f(t) at time t.
And what curve is r = f(t)?
how would you know?
ok so im guessing that you're allowed to do this because its assumed its a constant rate of change of radius and it doesnt matter how big dx is if its linear?
It literally says "the radius increases by three units pers econd".
It's not "assumed", it's given.
oh wonderful
i just did another question it said constant rate of 1.5m/s so iassumed they needed to put that but yeah i guess that does tell you
thank u for the help
Yeah, reading the question is really the first step.
i've got another question about differentiation if u dont mind?
nevermind solved it
+close
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. They now have 5