In the unit square, find the distance from E to AD in terms of a and b, the lengths of DF and AG, respectively Options: A . &nbsp a b a + b B . &nbsp b a + b C . &nbsp a − b a + b D . &nbsp a a + b

Answer: Option A : A Let x be the desired distance and y be the distance from E to DF as shown, Since Δ D E F ∼ Δ G E A , y 1 − y = a b ; y = a a + b Since HE is parallel to side AG of Δ ADG, x b = y 1 ; x = a b a + b

In the unit square, find the distance from E to AD in terms of a and b, the leng

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