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Where do I even begin with this question? Could someone show me step by step how to do each of these?
Suppose that the equations shown below are true. Use these to find the following integrals in parts a. through f. f(x) (4-5è¿), g(x)=ax(x +7) aJf(x)dx= (Use C as the arbitrary constant.) b. g)x(Use C as the arbitrary constant.) C. J [-f(x)]dx= â¡ (Use C as the arbitrary constant.) d. J [-g(x)Idx = â¡ (Use C as the arbitrary constant.) (Use C as the arbitrary constant) (Use C as the arbitrary constant) Show transcribed image text Suppose that the equations shown below are true. Use these to find the following integrals in parts a. through f. f(x) (4-5è¿), g(x)=ax(x +7) aJf(x)dx= (Use C as the arbitrary constant.) b. g)x(Use C as the arbitrary constant.) C. J [-f(x)]dx= â¡ (Use C as the arbitrary constant.) d. J [-g(x)Idx = â¡ (Use C as the arbitrary constant.) (Use C as the arbitrary constant) (Use C as the arbitrary constant)
Where do I even begin with this question? Could someone show me step by step how to do each of these?
Suppose that the equations shown below are true. Use these to find the following integrals in parts a. through f. f(x) (4-5è¿), g(x)=ax(x +7) aJf(x)dx= (Use C as the arbitrary constant.) b. g)x(Use C as the arbitrary constant.) C. J [-f(x)]dx= â¡ (Use C as the arbitrary constant.) d. J [-g(x)Idx = â¡ (Use C as the arbitrary constant.) (Use C as the arbitrary constant) (Use C as the arbitrary constant)
Show transcribed image text Suppose that the equations shown below are true. Use these to find the following integrals in parts a. through f. f(x) (4-5è¿), g(x)=ax(x +7) aJf(x)dx= (Use C as the arbitrary constant.) b. g)x(Use C as the arbitrary constant.) C. J [-f(x)]dx= â¡ (Use C as the arbitrary constant.) d. J [-g(x)Idx = â¡ (Use C as the arbitrary constant.) (Use C as the arbitrary constant) (Use C as the arbitrary constant) 1
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Beverley SmithLv2
20 Aug 2019