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Suppose you have a bag with 25 letter tiles in it and 7 of the tiles are the letter V. If you pick a letter tile at random from the​ bag, the probability that it is the letter V is 7/25

. Suppose another bag has 500 letter tiles in it and 250 of the tiles are the letter V. Write the probability of picking a tile that is the letter V as a fraction and as a percent. From which bag are you more likely to pick a tile that is the letter V​?

User CVertex
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2 Answers

8 votes
8 votes
  • |S|=500
  • |E|=250

So


\\ \rm\hookrightarrow P(E)=(|E|)/(|S|)


\\ \rm\hookrightarrow P(E)=250/500=1/2=0.5

  • 7/25=0.3

Second bag is more preferable

User Aayush Singla
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2.6k points
21 votes
21 votes

Answer:

Bag 1

Probability of picking a V = P(V) = 7/25 = 0.28

Bag 2

Probability of picking a V = P(V) = 250/500 = 1/2 = 0.5

You are more likely to pick a tile that is the letter V from Bag 2 since 0.5 > 0.28