I believe that the answer is A.)264
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





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↬ May ♡
The probability that a girl will be selected from the class is 0.7
here's the solution,
we know :

So,

so.. let the perpendicular be 12x and hypotenuse be 13x
now,
by applying pythagoras theorem,
where,
- b = base
- h = hypotenuse
- p = perpendicular
So,
so,
hope it helps !!