In a parallelogram ABCD, a point K is taken on diagonal BD, when AK is extended it intersects CD and BC at M and L, respectively. If AK = 6 units, MK = 4 units, then LM equals
A
9
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B
6
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C
5
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D
√24
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Solution
The correct option is C5
The base of an isosceles triangle is half the length of each of its congruent sides.