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The function f(x) = (8x-9)e^{5x} has one critical number. Find it.
:D
@manhani , honestly, change your topic title.
take the derivative using the product rule set it equal to zero solve for \(x\) did you get the derivative?
lotta spam did you find the derivative? you need that before you can go further
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40e^5x?
i seriously doubt it
i'm sorry...
\[f(x) = (8x-9)e^{5x}\] it is a product you could write it as \[8xe^{5x}-9e^{5x}\] but you still need the product rule to find the derivative of \(8x^{5x}\)
e^5x(40x-37)
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satelitte73 how are you the only one with 100 smartscore?
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