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how to differentiate Y=(-3x+4)(4X^5+5)^-5
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use the product rule i.e. d(u*v) = du*v + u*dv you'll also have to use to chain rule on that second part (the v)
well I just can't seem to simplify the second part: (4x^5+5)^-5 times -3
the answer is 288x^5-400x^4-15/(4x^5+5)^6 which I am not getting...
no need to simplify it any further or multiply it out; it's already in simple form
ok let's see
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dy = (-3)(4X^5+5)^-5 + (20x)(-3x+4)(-5)(4X^5+5)^-6 if you multiply that out should be right from eqn that you have written, but doesn't seem to match result you have?
you could use quotient rule also cause of negative exponent in second term, but still wouldn't get your answer, hmmm...
Yes, this problem has been annoying me...
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