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MIT 18.01 Single Variable Calculus (OCW)
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How do I solve e^2x=x+2
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I believe you do the following: e\[e^{2}x = x + 2\] \[e ^{2}x - x = 2 => x(e^{2} - 1) = 2 => x = 2/(e^{2} - 1)\]
or do you mean e^(2x)...
This type of equation is best solved by graphing. Draw in the same coordinate both the curve y=e^(2x) and the line y=x+2 and you see how many intersections they have. Then either the values of x are clear if that was the intention of the problem maker or you can use Newton's methon to the function y=x+2-e(^2x) to get the values with vewry good starting values.
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