Calculate the definite integral by referring to the figure with the indicated areas. 0 b d...
Calculate the definite integral by referring to the figure with the indicated areas, 0 f(x)dx Area A = 1.565 Area B = 2.469 Area C = 5.421 Area D = 1.711 f(x)dx= 0) 6 of 32 (1 complete)
b Area A = 1,314 Calculate the definite integral (rix) dx by referring to the figure on the right with the indicated areas. Area B = 2,436 Area C = 3,062 b d X a В Area D = 1,756 b (fix) dx =D d (Simplify your answer.)
11. (+12)In Problems 11a - 11f, calculate the definite integral by referring to the figure with the indicated areas. Area A = 1,259 Area B = 2,331 Area C = 3,196 Area D = 1,779 11a. Sºf(x) dx 110. Søf(x) dx 11e. S f(x) dx 11b. Sº f(x) dx 11d. Sf(x) dx 11f. Sºf(x) dx
31, 32 and 33 please help!! nito In Problems 31–42, calculate the definite integral by referring to the figure with the indicated areas. Area A = 2.817 Area B = 4.951 Area C = 10.667 y = f(x) Area D = 3.584 Sov noles To 00 VOS 010 d 21 A (31. 1. F) ar 32. ſ ro) ar d 190 stupen dxibiwa 34. f(x) dx Jь po
1. Calculate the definite integral 1 (229-33 +5) de (a) Find an antiderivative F(x)= (b) Evaluate F(2) F(2) = (c) Evaluate F(1) F(1) = (d) Calculate the definite integral 3x + 5) dx = 2. Calculate the definite integral. Give exact answers. Зе -Te du (a) Find an antiderivative F(*) = (b) Evaluate F(0) F(0) (c) Evaluate F(-1) F(-1) = (d) Calculate the definite integral.
In the figure, the regions A, B, C and D bounded by the x-axis and the graph off have the following properties: • Region A and Region D each have area 300. • Region B and Region C each have area 192. B Use the figure to calculate the following definite integral. Sice) dx = 0
Name(PRINT): MAC 2233 Worksheet 10 1. Calculate the definite integral. % (223 -3. + 5) dx (a) Find an antiderivative F() (b) Evaluate F(2) F(2) (c) Evaluate F(1) F(1) = (d) Calculate the definite integral. (23- - 3.r+5) da 2. Calculate the definito integral. Give exact answers. 3e="é do (a) Find an antiderivative F() (b) Evaluate F(0) F(0) (c) Evaluate F(-1) F(-1) = (a) Calculate the definite integral. 3e
3 (e) none of the above rb 16. What does f()dx represent? J a (a) f(b) - f(a) (b) Area under f'(x) on a, b (c) Definite integral of f() on [a, b (d) all of the above (e) none of the above 3 (e) none of the above rb 16. What does f()dx represent? J a (a) f(b) - f(a) (b) Area under f'(x) on a, b (c) Definite integral of f() on [a, b (d) all of the...
Use the definite integral to find the area between the x-axis and f(x) over the indicated interval. -1/2 f(x) = x O A. 2 OB. 1 2 O C. 1 4 OD. 4
Refer to the figure to the right. Set up a definite integral that represents the shaded area from a to b. @ 8 ปี Ly=f(x) a