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17 December, 09:16

Derivative: y=3^ (xlnx)

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  1. 17 December, 09:21
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    The derivative of the equation y = 3^ (xlnx) can be obtained by taking the logarithm of the function. this is expressed as ln y = 3 ln (xlnx). in this case, the derivative is

    ln y = 3 ln (xlnx) dy/y = 3 dx / xlnx + x dx/x + ln x dxdy/dx = 3y / x ln x + y + y ln x

    the derivative is 3y / x ln x + y + y ln x where y is 3^ (xlnx)
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