The diagram below shows a solar panel, ABCD, which is fixed to a flat piece of concrete slab EFCD. ABCD and EFCD are two identical rhombuses. K is a point on DC such that DK=KC and AK⊥DC. AF and KF are drawn. AD^C=CD^E=60∘ and AD=x units. |
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7.1 | Determine AK in terms of x. | (2) |
7.2 | Write down the size of KC^F. | (1) |
7.3 | It is further given that AK^F, the angle between the solar panel and the concrete slab, is y. Determine the area of ΔAKF in terms of x and y. | (7) |
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