First simplify the function
f(x)=9x2015x28=35x−8f(x) = \cfrac{9x^{20}}{15x^{28}} = \cfrac35x^{-8}f(x)=15x289x20=53x−8
Then find derivative
f′(x)=(35x−8)′=35⋅(−8)x−9=−245x−9f'(x) = (\cfrac35x^{-8})' = \cfrac{3}{5}\cdot (-8)x^{-9} = -\cfrac{24}{5}x^{-9}f′(x)=(53x−8)′=53⋅(−8)x−9=−524x−9
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