Question: From Rogawski 2e section 8.6, exercise 45.Iffis a function whose domain includes all real numbers, the doubly infinite improper integral -f(x)dxis defined to equal-0f(x)dx+0f(x)dx provided

From Rogawski 2e section 8.6, exercise 45.Iffis a function whose domain includes all real numbers, the doubly infinite improper integral -f(x)dxis defined to equal-0f(x)dx+0f(x)dx provided both of those improper integrals converge.With that definition in mind, the improper integral -x1+x2dxA. converges to zeroB. divergesC. converges to a negative valueD. converges to a positive value

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