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Work is defined as F.d or |Fd| cosα where α is the angle between force and displacement. 
If you want to find the work component wise and add, the two components of force would be F cosα (along the displacement) and F sinα (perpendicular to the displacement)

Now, component-1:Fcosα
angle between (F cosα) and the displacement is 0.
So W = (F cosα)×d× (cos 0) =Fd cosα × 1 =  Fd cosα (not Fd as you have written)

angle between (F sinα) and displacement is 90.
So W = (F sinα)×d×(cos 90) = Fd sinα × 0 = 0 (not Fd sinα)

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i got it!