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Find the derivative of the function: y = ∫ (from 2x to 3x+1) sin(t^4)dt
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\[d/dt \int_{2x}^{3x+1} Sin(t^4) dt\] is that it?
yes!
how do I solve it?
well, we won't be able to integrate it but just assume that we did so we just some function F(t) now we substitute limit into F(t) F(3x+1)-F(2x) now take derivative d/dx well you took a function , integrate it , and well you differentiate it back ; you should get same thing back . 3 Sin(3x+1) - 2 Sin(2x)
why can't we integrate it?
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