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4) Find the rate of change of the distance s between the origin and a moving point on the graph y=x^2-1 when (x,y)= (2,3) and the rate of change of x is dx/dt = 1
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Distance between the origin and a moving point be D sqrt((x)^2 + (x^2 -1)^2) = D. Find the derivative of this equation in respect to time
So the derivative of that is the rate of change? is that some sort of formula
No this is just the pythagorean theorem
You are trying to find dD/dt
ok so once i find the derivative of the square root thing i will know the rate of change. See i wish that when iread the problem i could see a picture in my head i just get lost
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