can anyone solve these?

Find the 44th derivative of f () = sin2z. Enclose arguments of functions in parentheses. For example, sin (2:1',). Enter your answer using exponents for constants. For instance, write 36 instead of 729 (hint: your constant will likely be larger than this). ab % Va al T sin (a) m @ F(44) (z) = B Identify the open intervals on which the graph of the function is increasing or decreasing. Assume that the graph extends past what is shown. Note: Use the letter U for union. To enter oo, type infinity. Enter your answers to the nearest integer. If the function is never increasing or decreasing, enter NA in the associated response area. increasing: & [ decreasing: [ Find the critical points of the function f (x) = 30x 3 + x 3 Enter your answers in increasing order. If the number of critical points is less than the number of response areas, enter NA in the remaining response areas. III ? sin (a) C= (? sin (a) T =Find the critical points in the domain of the function f (z) = 23 bz Enter the exact answers in increasing order. If the number of critical points is less than the number of response areas, enter NA in the remaining response areas. le] sin(q) m e B -l 8 w0 Find the absolute maxima for the function: f (z) = 4 = + sin (4 z) on the interval [0, 2 =]. Enter the exact answers. b 3 V@ |l | = sn) o absolute maximum = & 3 V@ |l | x| sin) m absolute minimum = How many critical points does the function f (x) = 8sin- (3x) have on the interval (0, #)? Provide the x- coordinate for each of the first 2 critical points below in increasing order. Note that the interval does not include I or *. Include a multiplication sign between terms (e.g. 3*x). Type Pi for . Number of critical points: Number First critical point: sin (a) DO Second critical point: sin (a) DO