a Calculate the definite integral If(x) dx by referring to the 0 figure on the right with the indicated areas. Area A = 1,378 Area B = 2,453 Area C = 3,182 Area D = 1,808 a Ix) dx = D (Simplify your answer.) 0 Calculate the definite integral by referring to the gure with the indicated areas. a {x} dx C Area A = 8.467 Area C = 24.296 Area B = 9.896 Area D = 11.133 (E a Ix) dx = D C (Type an integer or a decimal rounded to three decimal places as needed.) a Calculate the definite integral If(x) dx by referring to the 0 figure on the right with the indicated areas. AreaA = 1,378 Area B = 2,453 Area C = 3,182 Area D = 1,808 a Ix) dx = D (Simplify your answer.) 0 Calculate the definite integral by referring to the figure with + the indicated areas. O f ( x ) dx C d X a B C D Area A = 1.238 Area C = 5.308 Area B = 2.797 Area D = 1.622 . . . 0 f ( x ) dx = CCalculate the definite integral by referring to the figure with Ay + the indicated areas. f ( x ) dx y = f(x) a B D d X Area A = 7.833 Area C = 14.4 a A C C Area B = 8.854 Area D = 9.067 . . . d [ F( x ) dx = a (Type an integer or a decimal rounded to three decimal places as needed.)Calculate the definite integral by referring to the figure with the indicated areas. + f ( x ) dx A b C d X a B CD a Area A = 1.261 Area C = 5.58 Area B = 2.798 Area D = 1.873 . . . C f ( x ) dx = ] aCalculate the definite integral by referring to the figure with + the indicated areas. f ( x ) dx A b X B CD 0 Area A = 1.441 Area C = 5.406 Area B = 2.591 Area D = 1.777 . . . f ( x ) dx = 0Calculate the definite integral by referring to the gure with the indicated areas. Area A = 1.586 Area C = 5.325 Area B = 2.845 Area D = 1.676 If(x)dx = D Compute Lg and R3 for Graphs A and B. 16- 14- 12- 10- The value of Lg for Graph A is y=f(x ) 92 00 (Simplify your answer.) X O - N- A. 6 8 10 Graph A Ay 16 - 14- 12- 10- y=g(x X 6 8 10 Graph B