Hi, if anybody can help me with this question, it would be greatly appreciated
Use mathematical induction to prove that f^{n}(x) = (2^{n}x+ n2^{n-1}) e^{2x} where f^{n}(x) represents the nth derivative of f(x)
f(x) = xe^{2x}
Hi, if anybody can help me with this question, it would be greatly appreciated
Use mathematical induction to prove that f^{n}(x) = (2^{n}x+ n2^{n-1}) e^{2x} where f^{n}(x) represents the nth derivative of f(x)
f(x) = xe^{2x}