The probability that a point is not on AB is the probability that a point is on BC
The probability that a point is not on AB or CD is 5/14
How to determine the probability?
From the figure, we have the following parameters:
AD = 28
AB = 12
BC = 10
CD = 6
if a point is not on AB or CD, then the point would be on BC
This means that we calculate the probability that a point is on BC
So, we have:
P(BC) = BC/AD
This gives
P(BC) = 10/28
Simplify
P(BC) = 5/14
Hence, the probability that a point is not on AB or CD is 5/14
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