Find the derivative of the logarithmic functions: y = ln(12x-4)

Q: y In x – x In y = 4, y' y In (x² + y² )= 2 arctan 2) = 2 arctan y'

A: This question can be solved using the concept of differentiation of implicit function.

Q: メリメニ+5 (xtw) 2. 713

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Q: Evaluate the derivative: y = log2(log2x)

A: It is given that,

Q: If f(x)= 3ª +36log2, then ƒ'(3) = ?. (Answer accurate to 2 decimal places.)

A:

Q: y = -1(x³) sec ³x cot √5coth x +6

A:

Q: Differentiate: 3. y = log₂ (x¹ - x)

A: y = log9(x4 -x) here logerithmic function is given  dlogax/dx = 1/x(lna) use this formula and chain…

Q: a) y = (3x²-7) 5 (x²+x)9 7x b) x= c²² Sin²x (x²_qx+5)³ C) y = (Sinx) Sin - ² x 3

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Q: 4. y = x²(cos(lnx) — sin(lnx))

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Q: Find the derivative f(x) = log7 (6x*+3)

A: We need to evaluate the derivative of,

Q: sech (r?t2 using logarith mic differon Tiation ニ r

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Q: Please

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