Question

Draw one card. The probability of randomly drawing a yellow flower is 3/5.

If you replace the card, predict how many times you will draw a yellow flower card out of 250 draws.

Answer 1

If the probability of drawing a yellow flower card is 3/5 and the drawing process is with replacement, then the probability of drawing a yellow flower card in each of the 250 draws is also 3/5.

To predict how many times a yellow flower card will be drawn out of 250 draws, we can multiply the probability of drawing a yellow flower card in one draw (3/5) by the total number of draws (250):

(3/5) * 250 = 150

Therefore, we can predict that a yellow flower card will be drawn approximately 150 times out of 250 draws.