This problem came up on a quiz of mine, and its been a long time since i've done any integrals. Could anybody show the process for this problem: Integral from 4 -> 6, of the function dx/(x*ln(1.5))
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Originally Posted by ch2kb0x This problem came up on a quiz of mine, and its been a long time since i've done any integrals. Could anybody show the process for this problem: Integral from 4 -> 6, of the function dx/(x*ln(1.5)) ?? ln(1.5) is a constant. This is $\displaystyle \frac{1}{ln(1.5)}\int_4^6 \frac{dx}{x}$. Do you know how to integrate $\displaystyle \frac{1}{x} dx$?
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