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SOLVED: We first calculate the angle at A, using the fact that all three angles in triangle ACF add up to 180°. So we have:180 - (90 26) = 64°.So the angle A is 64°. Using the Sine Rule in triangle ABF, we have:sin 61° / AF = sin 64° / BF.So the length of BF is 5.7 cm (to 1 d.p.). The length of BF is the same as the length of AF, and triangle ACF is right-angled, so we have:cos 26° = CF / 6.341.Therefore, to 2 decimal places, the Tan should be placed at least 6.34 m away from the center
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