Some white balls put in a basket containing twelve red balls and sixteen black balls. If the probability of picking a white balls from the baskets is 3/7, how many white balls were introduced?
The correct answer is B. 21
Let's say the number of white balls introduced is x.
The total number of balls in the basket is 12 + 16 + x = 28 + x. The probability of picking a white ball from the basket is 3/7, so we can write the equation: x / (28 + x) = 3/7.
Solving for x, we get:
7x = 3(28 + x)
7x = 84 + 3x
4x = 84.
Dividing both sides by 4, we get:
x = 21.
So, 21 white balls were introduced into the basket.
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