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A 6 meter ladder is leaning on a vertical wall. The foot of the ladder is being pulled at a rate of 0.15m/s. Calculate the rate of which the height of the ladder is decreasing when the ladder is 3 meters off the ground.
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I started by doing \[\frac{ dH }{ dT } =\frac{ dH }{ dR }*\frac{ dR }{ dT }\]
If that is correct, I need a formula for dH/dR which I don't have.
|dw:1426819087307:dw| \[(x+0.15)^2+H^2=6^2\] I'm not sure, but, I think that's the one you're looking for
solve for H...no wait, that's not right...unless you call the distance from the wall x, and then i'm kind of lost
does that help at all?
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\[(0.15x)^2+H^2=6^2\]
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