[tex]|\Omega|=50\cdot49=2450\\|A|=15\cdot14=210\\\\P(A)=\dfrac{210}{2450}=\dfrac{3}{35}\approx8.6\%[/tex]
The probability of randomly selecting two jelly beans in succession without replacement is;
0.0857
The jar contains 50 jellybeans.
Thus; N = 50
The individual berries include;
5 lemon
10 watermelon
15 blueberry
20 grape
Probability of first being a jelly bean = 15/50
Probability of second being jelly bean = 14/49
Thus,probability of selecting 2 jelly beans in succession without replacement is =
15/50 × 14/49 = 0.0857
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