# Compute $$\int_3^2$$f(x) dx if $$\int_2^3$$f(x) = 4.

Category: QuestionsCompute $$\int_3^2$$f(x) dx if $$\int_2^3$$f(x) = 4.
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Compute $$\int_3^2$$f(x) dx if $$\int_2^3$$f(x) = 4.

(a) – 4

(b) 84

(c) 2

(d) – 8

This question was posed to me in final exam.

This question is from Properties of Definite Integrals topic in portion Integrals of Mathematics – Class 12
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Easy explanation: $$\int_3^2$$f(x)dx = – $$\int_2^3$$f(x)dx