This question requires that you apply the following two properties of definite integrals:
∫ba f(x)dx = - ∫ab f(x)dx
∫ac f(x)dx = ∫ab f(x)dx + ∫bc f(x)dx
Try applying the first property to get ∫13 f(x)dx, then the second to get ∫15 f(x)dx.
Mads S.
asked 03/04/21Given: integral of 3 to 1 f(x) dx is equal to -3 and integral of 3 to 5 f(x)dx is equal to 7,
Find: integral of 1 to 5 f(x)dx
This question requires that you apply the following two properties of definite integrals:
∫ba f(x)dx = - ∫ab f(x)dx
∫ac f(x)dx = ∫ab f(x)dx + ∫bc f(x)dx
Try applying the first property to get ∫13 f(x)dx, then the second to get ∫15 f(x)dx.
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