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­A store has several cans of blue paint and several cans of red paint in stock, and has no cans of paint of any other color. If Carla chooses two cans of paint at random from those in stock at this store, what is the probability she picks two cans of red paint?

(1) The number of cans of red paint in the store is equal to the number of cans of blue paint in the store.

(2) The store has a total of 24 cans of paint in stock.

Why wouldn't it be A? If we know that we have the same # of blue and red cans, we know that the probability of choosing either one of them with a random choice will be 0.5. Could anyone please share their reasoning behind this?

You'd be right if we were choosing one can. However, the question asks about the probability of picking TWO cans of red paint. Consider two cases: one where there are 2 red and 2 blue cans, and another where there are 3 red and 3 blue cans. The probability of picking two red cans will be different in each case.
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