How do I find the derivative of this function?
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Answer:
The derivative of e^x is e^x. You need to find the derivative of the second part(i.e e^(-x^2)/4) and multiply it with the f(x). The chain rule is used here. 1/sqrt(3pi) is a constant and is hence unchanged in the derivative. Answer : (-x/2) f(x) = (-x/2)(1/(sqrt(3pi)))(e^((-x^2)/4)) Hope you could understand.
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Other answers
The derivative of e^x is e^x. You need to find the derivative of the second part(i.e e^(-x^2)/4) and multiply it with the f(x). The chain rule is used here. 1/sqrt(3pi) is a constant and is hence unchanged in the derivative. Answer : (-x/2) f(x) = (-x/2)(1/(sqrt(3pi)))(e^((-x^2)/4)) Hope you could understand.
Dhruv
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