ABCD is a trapezium in which AB||DC. M and N are the mid-points of AD and BC respectively, If AB=12cm, MN=14 cm, then CD=
Given,

ABCD is a trapezium
AB││DC
M , N are mid points of AD & BC
AB = 12cm , MN = 14 cm
∵ AB││MN││CD [ M, N are mid points of AD &BC]
MP = NP
By mid point theorem,
MP = ![]()
∴MN = ![]()
= 14 = ![]()
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