ANSWER ALL ( FINAL ANSWER ONLY ACCEPTABLE)

(1 point) Determine whether the integral is divergent or convergent. If it is convergent, evaluate it. If not, state your answer as "divergent". 00 f L dx = 3 (x + 6w2 (1 point) Evaluate the integrals that converge, enter 'DNC' if integral Does Not Converge. l 7 d: foe/2?" (1 point) The improper integral x x is - 0o O 0 b A. convergent since it equals lim x dx + lim x dx = -co+ 0 = 0. a- -co Ja boo J O 0 B. divergent since both integrals x dx = -co and x dx = +co are divergent. - 0o O 0 C. divergent since x dx is convergent and x dx is divergent. o O D. convergent since the area to the left of x = 0 cancels with the area to the right of x = 0. O E. divergent by comparison to Vx dx. O 17 ( - 1 ) 2 F. convergent since it equals lim x dx = lim = 0. 1 00 -t 1=00 2 2 OO G. divergent by comparison to xe * dx. - 0oConsider the integral [1 10 dx 0 Vlx2 If the integral is divergent, type an uppercase "D". Otherwise, evaluate the integral. (1 point) Determine whether the integral is divergent or convergent. If it is convergent, evaluate it. If not, enter div 00 / xe'5x dx 7