*PLEASE GIVE JUST THE ANSWER - I.E: OPTION 1 / A,B,C,D* NO WORKING OR EXPLANATION*

Question 16:

Consider the function f(x) =3? near x = - 1. Find the linear approximation error when using the linear approximation to estimate 3v - 0.75. 0 4.82523 0 0.00811 0 1.82523 0 0100811 Consider the graph below, which represents the velocity v(t) of a rowboat moving away from its starting point onshore at 12 PM (t = 0). A positive velocity indicates straight-line motion away from shore; while a negative velocity indicates straight- line motion back toward shore. Use the graph to find v(t) dt and determine the position of the boat relative to 0 shore at 7 pm.y 4 3 2 Velocity (Miles/Hour) O 2 3 6 7 X -1 -2 -3 -4 Time (In Hours)7 O f v(l)dl=22 miles; the boat is 22 miles away from shore at 7 PM. 0 i O I; v(t)dl'= - 10 miles; the boat is \"ID miles away from shore at 7 PM T O f v(l)dl = 10 miles; the boat is 10 miles away from shore at 7 PM. D I O f v(l)dl= 12 miles; the boat is 12 miles away from shore at 7 PM. o Find the total area between the x-axis and the curve f(x) = - x-+4 between X = - 1 and x = 3. O 20 3 units O 29 3 units? O 34 3 units 2 O 28 3 units?Let f(x) = x2+ TX on [4. 9]. Use the IVT to determine if there is a solution to f(x)=10 in the interval between 4 and 9. If so, find the value of c in the interval such that t?) = 10. ' x) is continuous on [4, 9] O 0 10 is between f(4)= 12 and g): _ 18 . c=5 . Jx) is continuous on [4. 9] O . 10 is between f(4)=12 and f(9)= -18 . c=2 ' x) is continuous on [4, 9] O 0 10 is between f(4) = 12 and g) = _ 18 . c=2,c=5 ' x) is continuous on [4, 9] O o 10 is not between 4 and 9 so the IVT does not apply Find the derivative of f(x) = 2cosx 9x + 16 O f(x)= -2sinx 27x2 O f(x)= - 18x sinx -32sinx -54x-cosx (9x3+ 16) 2 O f(x)= 18x sinx + 32sinx + 54x-cosx (9x3 + 16)2 O f(x)= -18x sinx - 32sinx -54x-cosx 9x+ 16