Question

MNOP is a parallelogram. It's diagonals MO and NP intersect at Q. MO is 2(4t +2)cm long and QO is 30 cm long.
What is the value of t?


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Answer 1

MO = diagonal = 2 (4t +2) cm

QO is the half diagonal = 1/2 MO, as the diagonals, bisect each other.

So QO = 30 cm = 1/2 * 2 (4t+2)

30 = 4t +2

t = 7 cm

Answer 2

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