Let G={g:g is differentiable.} Prove or disprove : G is denumerable. This is what my thought process is so far G= { sinx, cos x, 3x^3, x^4....} then what
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Originally Posted by maurisa Let G={g:g is differentiable.} Prove or disprove : G is denumerable. If $\displaystyle b>0$ then is $\displaystyle b^x$ a differentiable function?
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