∫f(×)+ ∫g(×) . What is the value of the integral is the integration is running from 0 to a for f(×) . And the integration is running from 0 to b. For g(×).

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Arun · Answer

Dear Trishna &int;f(&times;) = F (x) then definite integral = F (b) &ndash; F(a) and if &int;g(&times;) = G (x) hence G(b) &ndash; G(a) Regards Arun

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∫f(×)+ ∫g(×) . What is the value of the integral is the integration is running from 0 to a for f(×) . And the integration is running from 0 to b. For g(×).

∫f(×)+ ∫g(×) . What is the value of the integral is the integration is running from 0 to a for f(×) . And the integration is running from 0 to b.
For g(×).

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