2power x + 2power y =2 power x+y find dy /dx
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Step-by-step explanation:
2^x+2^y=2^x+y
(2^x)ln2 + (2^yln2)=(2^x+y)ln2(1+dy/dx) (differentiation of LHS AND RHS)
dy/dx=(2^(x+y)-2^x)/(2^y-2^(x+y)) (bring all terms on one side and eliminating ln2)
or dy/dx=(2^x-y)(2^y -1 /1 - 2^x)
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Step-byf-step explanation:
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