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JEE MATHEMATICS MCQ: DEFINITE INTEGRATION

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If f(t)f\left( t \right) is a continuous function defined on [a,β€…β€Šβ€‰b]\left[ {a,\;\,b} \right] such that f(t)f\left( t \right) is an odd function, then the function ϕ  (x)=∫ax  f(t)dt\phi \,\,\left( x \right) = \int \limits_a^x \,\,f\left( t \right)dt
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Correct option: B
Is an even function
Option B (Is an even function) is correct because when f(t) is an odd function, its integral from a to x results in an even function.

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