AP CALCULUS CHAPTER 4.6 - Find the trapezoidal approximation and Simpsons approximation for 2x^2-x-1 using 6 subintervals. Also, find the value of n for each approximation that will produce an error of less than or equal to 0,01.

Here is g(x) is the approximation for which this exercise needs to be done. Thank You So Much. And please just do the green part

S x 3 JX 241 dx ~H x2 sin (x ) ItX6 -dx p4 dx J1 + Zx $21 - 4x - x2 94 S ( x + 3) JX-1' dx Find the Trapezoidal approx. and Simpson's approx. for question ? Find the value of in for each approx. that will produce an error of less than or equal to 0.01 Trap. Rule : |E / = ( bra )3 12 n2 (Imax of " ( * ) 1 ) S. R. : le/= ( b-a ) 5 ison ( Imax of fru) ( x )1 ) g(x) = 2x2 - x-1 [2, 5] (6 subintervals) Find average value of the function over the interval. Find the value of x that equals that average value. f ( * ) = * 3 6 0 , 1 ]