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A Painting in an Art Gallery Has Height hh And Is Hung So That Lower Edge Is a Distance

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A painting in an art gallery has height hh and is hung so that lower edge is a distance dd above the eye of an observer (as in the figure) . How far from the wall should the observer stand to get the best view? (In other words, where should the observer stand so as to maximize the angle θ\theta subtended at his eye by the painting?)
 A painting in an art gallery has height  h  and is hung so that lower edge is a distance  d  above the eye of an observer (as in the figure) . How far from the wall should the observer stand to get the best view? (In other words, where should the observer stand so as to maximize the angle  \theta  subtended at his eye by the painting?)     A)   x = \sqrt { h ( d + h )  }  B)   x = h ^ { 2 } ( h + d )  ^ { 2 }  C)   x = d ^ { 2 } ( h + d )  ^ { 2 }  D)   x = \sqrt { d ( h + d )  }  E)   x = h ^ { 2 } ( h - d )  ^ { 2 }


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