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y = x² + 3, find dy/dt, given that dx/dt = 2 when x = 1
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Here we wish to differentiate with respect to t. Do you know how?
You can take the derivative implicitly...
Just differentiate it with respect to t...
\[\frac{dy}{dt} = 2x\frac{dx}{dt}\] Now what?
Perfect!!
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Now what?
Now substitute the values you are given with...
Please let her answer @waterineyes ?
Carry on @calculusfunctions
substitute? how? we only know that dx/dt = 2 WHEN x = 1
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beside i dont find how i can use this information
Correct so in your last step, substitute these values and find dy/dt.
wait so question are asking me to find dy/dt when x = 1?
Yes!!
oh well it makes sense. thanks.
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So then dy/dt = ? what is your answer?
\[\Huge \frac{dy}{dt} = 4\]
Beautiful!!
lol thanks
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