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Content X WP NWP Assessment Builder UI App X WP NWP Assessment Player UI Appli WP NWP Assessment Builder UI App X WP NWP Assessment Player UI Appli X + X @ https://education.wiley.com/was/ui/v2/assessment-player/index.html?launchld=8dd74a55-dcd4-4528-be0c-0470c964058b#/question/0 Q . . . Assessment 2 MATH140 Rem 2 Question 1 of 9 - 15 5 Evaluate the integral by applying the following theorems and the power rule appropriately. Suppose that F(x) and G(x) are antiderivatives of f(x) and g(x) respectively, and that c is a constant. Then: (a) A constant factor can be moved through an integral sign; that is, of (x) due = CF (2 ) + C. M (b) An antiderivative of a sum is the sum of the antiderivatives; G that is, [If (x) + g (x) ] dx = F(x) + G(x) + C. C (c) An antiderivative of a difference is the difference of the antiderivatives; that is, [f(x) - 9(x)] du = F(x) -G(x) + C. E (O The power rule: ( x dx = rtitC ,r * - 1. NOTE: Enter the exact answer. +C 03 Search 200m f ENG 1:44 am US 28/04/2023 27Content X WP NWP Assessment Builder UI App X WP NWP Assessment Player UI Appli X WP NWP Assessment Builder UI App X WP NWP Assessment Player UI Appli X + X @ https://education.wiley.com/was/ui/v2/assessment-player/index.html?launchld=8dd74a55-dcd4-4528-be0c-0470c964058b#/question/1 Q . . . Assessment 2 MATH140 Rem 2 Question 2 of 9 - 15 5 Evaluate the integral by applying the following theorems and the power rule appropriately. Suppose that F(x) and G(x) are antiderivatives of f(x) and g(x) respectively, and that c is a constant. Then: (a) A constant factor can be moved through an integral sign; that is, of (z) da = CF (x) + C. M (b) An antiderivative of a sum is the sum of the antiderivatives; G that is, / [f ( x ) + g (x)] dx = F(x) + G(x) + C. C (c) An antiderivative of a difference is the difference of the antiderivatives; that is, (if () - g(2)] dx = F(x) -G(x) + C. E O' The power rule: ( x da =+C,r # -1. NOTE: Enter the exact answer. +C Search 200m f ENG 1:45 am US 28/04/2023 27Content X WP NWP Assessment Builder UI App X WP NWP Assessment Player UI Appli X WP NWP Assessment Builder UI App X WP NWP Assessment Player UI Appli X + X @ https://education.wiley.com/was/ui/v2/assessment-player/index.html?launchld=8dd74a55-dcd4-4528-be0c-0470c964058b#/question/2 Q . . . Assessment 2 MATH140 Rem 2 Question 3 of 9 Evaluate the integral by applying the following theorems and the power rule appropriately. Suppose that F(x) and G(x) are antiderivatives of f(x) and g(x) respectively, and that c is a constant. Then: (a) A constant factor can be moved through an integral sign; that is, [ cf (x) da = CF (x) + C. M (b) An antiderivative of a sum is the sum of the antiderivatives; G that is, / [f (2) + g(x)] dx = F(x) + G(x) + C. C (c) An antiderivative of a difference is the difference of the antiderivatives; that is, E (if (x) - g(x)] dx = F(x) - G(x) + C. (O The power rule: / ada = +C,r #-1. NOTE: Enter the eract answer. Vy + 4 dy = +C Vy C 27.C Search f ENG Mostly clear 200m 1:45 am US 28/04/2023 27Content X WP NWP Assessment Builder UI App X WP NWP Assessment Player UI Appli X WP NWP Assessment Builder UI App X WP NWP Assessment Player UI Appli X + X @ https://education.wiley.com/was/ui/v2/assessment-player/index.html?launchld=8dd74a55-dcd4-4528-bec-0470c964058b#/question/3 Q ... b Assessment 2 MATH140 Rem 2 Question 4 of 9