A polynomial `p(x) = a_o x^n + a_1 x^(n-1) + ....+ a_(n-1) x + a_n, a_0 !=0` is said to be a r

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Let `a_0x^n + a_1 x^(n-1) + ... + a_(n-1) x + a_n = 0` be the nth degree equation with `a_0, Let `a_0x^n + a_1 x^(n-1) + ... + a_(n-1) x + a_n = 0` be the nth degree equation with `a_0,
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The general polynomial of degree n has the form P(x) = a_n x^x + ... a_0 where an ā‰  0. Find Pā€²(x). The general polynomial of degree n has the form P(x) = a_n x^x + ... a_0 where an ā‰  0. Find Pā€²(x).
how is e^e^x=1 solvable?? how is e^e^x=1 solvable??