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Find a and b such that f is differentiable everywhere. f(x)={(cos(x), x<0), (ax+b, x >=0)} I'm pretty much lost right now.
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Here's the question formatted better.
I've done some work on the limits approaching 0 from the left and right, but I'm getting a as undefined and I don't think that's correct.
So not only do you want the functions to match at x=0 but you want the derivatives of the functions to match up at x=0.
Right
Show me what your work looks like and I'll find where you need fixing
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So the derivative of cos(x) is -sin(x), and the derivative of ax+b is a
Awesome, ok good, now what?
err
a needs to equal -sin(x)
so a = 0?
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@Kainui
Yeah, exactly.
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