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Bunuel
A jar contains 5 marbles: 3 red and 2 blue. If two marbles are drawn randomly from the jar, what is the probability that they will be different colors?


A. 3/25

B. 6/25

C. 2/5

D. 3/10

E. 3/5

P red * P blue= (3/5)*(2/4)= 6/20=3/10
P blue * P red= (2/5)* (3/4)= 3/10

3/10+3/10= 6/10=3/5 E
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Prob of getting 1 red marble is 3C1 = 3
Prob of getting 1 blue marble is 2C1 = 2
Prob of getting 2 marbles is 5C2 = 10
Now 3*2/10
= 3/5
E is the answer

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Total marbles: 5

Red: 3
Blue: 2


Two marbles are drawn randomly from the jar: ^5{C_2} = 10

The probability that they will be different colors: '1' from each = ^3{C_1} * ^2{C_1} = 3 * 2 = 6

Probability: \(\frac{6}{10} = \frac{3}{5}\)

Answer E
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A jar contains 5 marbles: 3 red and 2 blue. If two marbles are drawn randomly from the jar, what is the probability that they will be different colors?


A. 3/25

B. 6/25

C. 2/5

D. 3/10

E. 3/5
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