improper int lecture partici (2 points)\nin each part, determine all values of ( p ) for which the integral…

improper int lecture partici (2 points)\nin each part, determine all values of ( p ) for which the integral is improper.\n(a) ( int_{1}^{6}\frac{dx}{x^{p}} )\n( p ) values that make integral improper\n(b) ( int_{1}^{2}\frac{dx}{x - p} )\n( p ) values that make integral improper\n(c) ( int_{5}^{9}e^{-px}dx )\n( p ) values that make integral improper\nnote: you can earn partial credit on this problem.\npreview my answers submit answers\nyou have attempted this problem 0 times.\nyou have unlimited attempts remaining.

improper int lecture partici (2 points)\nin each part, determine all values of ( p ) for which the integral is improper.\n(a) ( int_{1}^{6}\frac{dx}{x^{p}} )\n( p ) values that make integral improper\n(b) ( int_{1}^{2}\frac{dx}{x - p} )\n( p ) values that make integral improper\n(c) ( int_{5}^{9}e^{-px}dx )\n( p ) values that make integral improper\nnote: you can earn partial credit on this problem.\npreview my answers submit answers\nyou have attempted this problem 0 times.\nyou have unlimited attempts remaining.

Answer

Answer:

(a) ( p \leq 1 )
(b) ( p \in [1,2] )
(c) None