Determine if the improper integral S converges, and if it does, compute its value. 1. I does not converge 2. I = 4. I 3. I = 8 = 5. I = 6. I = I = 1 8e 1. I 2. I = 8 In(8e) In(Se) In(Se) 1 x(ln(8x)) Determine if the improper integral 3 ln(4x) dr converges, and if it does, find its value. 3(ln(4) - 1) 4(ln(3)-1) 4 ln (3) +3 I = da 3. I = 4. I does not converge 5. I = 3(ln(4) + 1) 6. I = 4(ln(3) + 1) 7. I = 3 ln (4) 4