Suppose that F(x) is an anti-derivative...

Suppose that `F(x)` is an anti-derivative of `f(x)=(sinx)/x ,w h e r ex > 0.` Then `int_1^3(sin2x)/xdx` can be expressed as (a)`F(6)-F(2)` (b) `1/2(F(6)-f(2))` (c)`1/2(F(3)-f(1))` (d) `2(F(6))-F(2))`

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Suppose that `F(x)` is an anti-derivative of `f(x)=(sinx)/x ,w h e r ex > 0.` Then `int_1^3(sin2x)/xdx` can be expressed as (a)`F(6)-F(2)` (b) `1/2(F(6)-f(2))` (c)`1/2(F(3)-f(1))` (d) `2(F(6))-F(2))`

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