Good evening, would you help me with those questions, please

1.

For the graph of the function y = f(x), find the absolute maximum and the absolute minimum, if it exists. O A. Absolute maximum: 1(3) = 5; Absolute minimum: 1(1) = 2 OB. Absolute maximum: none; Absolute minimum; none O C. Absolute maximum: none; Absolute minimum: 1(1) = 2 (-1, 6) O D. Absolute maximum: [( - 1) = 6: Absolute minimum: 1(1) = 2 (, 5 ) 3 (4 , 3 ) 2+ (1, 2) 1 - 2 3Solve the equation. log , 16 = 2x + 2 Change the given logarithmic equation to exponential form. (Type an equation. Do not simplify.) The solution set is { 1} (Type integers or simplified fractions. Use a comma to separate answers as needed.)Determine whether the infinite geometric series converges or diverges. If it converges, find its sum. K - 1 4 k = 1 . . . 8 O A. Converges; 3 O B. Converges; 12 O c. Converges; 16 O D. Converges; 4Write as the sum and/or difference of logarithms. Express powers as factors. 109 7 2x O A. log 79 -2log 7y - 2log 7X O B. 4log 79 - 2log 7y - log 74 O c. log 79 - log 7y - log 7X O D. -log 79 - 2log 7y - log 7XExpress the sum using summation notation. un - 1 + + 3y ny OA. n un M ky k = 1 O B. n K - 1 E ky k = 1 O C. uk E ky K = 0 O D. n k - 1 ky K =0common ratio, r. Use the formula for the general term (the nth term) of a geometric sequence to find the indicated term of the sequence with the given first term, a, , and Find a12 when a, = 4, r= - 3. O A. - 29 OB. - 708,584 O C. - 708,588 O D. 2,125,764\f