Question: 1 The graph below shows an area between h($) = a: 1 and kc) = a: 3 from a: = 2 to a: = 5.


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![[de =@ C] 8 Setup and evaluate the integral for the area](https://s3.amazonaws.com/si.experts.images/answers/2024/07/668781c92511f_617668781c911124.jpg)
![under the curve y = over the interval [1, 3]. You do](https://s3.amazonaws.com/si.experts.images/answers/2024/07/668781c9642e3_617668781c952e5b.jpg)
1 The graph below shows an area between h($) = a: 1 and kc) = a: 3 from a: = 2 to a: = 5. 2 The integral to find this would be E] f [de =@ C] 8 Setup and evaluate the integral for the area under the curve y = over the interval [1, 3]. You do not T need to fill out a and b below. de =Setup and evaluate the integral for the area of the region bounded by the graphs of the functions 3; = 92:2 | 6, y = 9:32, a: : 3 and :1: = 8. You do not need to fill out a and b below. C] 1' Sam =[: I: =:] :1 8: Setup and evaluate the integral for the area enclosed by y = 653, y = a , and a: = 1. You do not need to ll out a and b below. C] 1' CW =:] I: =C] C] Setup and evaluate the integral for the area enclosed by a: + y2 = 56 and a: + y = [1. Decide whether to integrate with respect to a: or 3;. You do not need to fill out a and b below. C] m f C] m: =:] I3 =[ C]
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