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d(2^x)/d(3^x) = (a) (2/3)^x (b) (2^(x - 1)/(3^(x - 1)) (c) (2/3)^x log3 2 (d)(2/3)^x log2 3

+1 vote

asked Jan 15, 2019 in Class 12 by kratos

d(2x)/d(3x) =

(a) (2/3)x

(b) (2(x - 1)/(3(x - 1))

(c) (2/3)x log3 2

(d)(2/3)x log2 3

class-11
matrices
class-9
determinants
class-10
domain and range of a function
class-12
logarithms

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1 Answer

+2 votes

answered Aug 13, 2020 by kratos

Best answer

Answer is (c) (2/3)x log3 2

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