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). Find the derivatives of: (dd) y = 50- (g) y= xpax (b) yzell (e) y = partbite (h) y = axebite (1) y= xe'
). Find the derivatives of: (dd) y = 50- (g) y= xpax (b) yzell (e) y = partbite (h) y = axebite (1) y= xe' 2. (@) Verify the derivative in Example 3 by utilizing the equation In (al) = Ing + It. (b) Verily the result in Example 4 by utilizing the equation In f = clnt. 3. Find the derivatives of: (a) y = In(76) (d) y = 5 In(t + 1)? (g) y = In 2x 1+ x (b) y = In(arg) (e) y = Inx - In(1 + x) (h) y = 5x* Inx] (C) y = In(t + 19) (1) y = In[x(1 - x)# ] Find the derivatives of: 10) y = 5' U() y= 1321+1 (e) y = log, (8x- +]) (b) y = log,(t + 1) ted) y = log, 7x2 (f) y= x log x
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