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Find the most general antiderivative of the function. Use C for the constant of the antiderivative.
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\[f(x)=9\sqrt{x}+4\cos x\]
sqrt x = x^1/2 use power rule to find anti derivative \[\int\limits x^{n} = \frac{x^{n+1}}{n+1}\] antiderivative of cos x is sin x
im getting 6^3/2 -sinx
does this sound correct?
first part is...but you dropped the 4 with the sin x \[\int\limits 4\cos x = 4\sin x\]
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got it so it would be 6^3/2-4sinx that makes sense
why is it minus 4sin x ?
for some reason i thought the antideriv of cos was (-sin) is is positive sin right?
f(x) ---> f'(x) sin cos cos -sin so antiderivative of cos is positive sin
thank you very much for your time and effort
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