b. 6. Use the limit comparison test to determine the convergence of the series. 2 3"-5 a. b. a. b. C. d. 1 n=1 4√n-1 7. For each of the series below, use at least two of the tests to determine the convergence of the series. Each test should be used at least once. Choose from: nth-term test, p-series test, integral test, limit comparison test, geometric series test, telescoping series test, direct comparison test. Clearly indicate which tests you are using. (-3)* 1 ¹3n²-2n-15 a. n=1 b. n=1 C. n=1 WW n=1 n=1 n=1 n=1 tan n=1 Zn=1 n 1 ¹3" +2 e. Yo f. E=1 n+6" 1 g. Σ=1 1 n¹+n 00 n=0 n 2n +3 n=1 2 n + n-1 n²√n n+4" 500 (-1)+1√√n Σn=1 3√n (-1)^n² n² +1 сOS NÃ d. Σ(-1)"e-n² e. Σ(-1)"+¹ arctan n C. f. Ex-1(-1)" sin (7) n=1 n=1n(n² +1) 8. Determine the convergence or divergence of the series. If the series converges, does it converge absolutely or conditionally? h. i. 1 j. k. n=0 n=4 i. 1 1 n+1 n+2, 3 n=1 n(n+3) 1.00 n=1 k. Zk=1 m. Σ=1 n 1 n. 1 sin / 100 (-1)"+¹ In(n+1) n+1 n=1 j. Ŝ (-1)"+¹ √n n=1 n+2 (2k-1) (k²-1) (k+1)(k²+4) e1/n n=2 1. Ž (-1)" Inn COSNT n=0 n+1 m. E-1(-1)-12/n 00 n. Ln=1 (-1)^nn n!

i need this answer for with four decimals.    Can you please help?

If "y" varies directly with "x," and y = 6 when x = -7, what is "y" when x = 4? Enter the number that belongs in the green box. Reduce to simplest form. y = Enter

Only need help on the very last part after p value