If a box contains 4 red balls, 5 green balls and 6 blue balls find the probility a) getting a green ball b) getting a blue ball c) Non red ball
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Solution:- (a) getting a green ball
Total balls (S)=15
Total Green Balls (E)=5
P(n)=P(E)/P(S)
P(n)=5/15 —>1/3
So the Probability of getting a Green ball is 1/3.
(b)getting a blue ball
Total balls (S)=15
Total Blue Balls (E)=6
P(n)=P(E)/P(S)
P(n)=6/15
So the Probability of getting a Blue ball is 6/15.
(c)Non red ball
—>Non red balls are Green balls and Blue balls so the total number of Green and Blue balls are 11.
Total balls (S)=15
Total Green and Blue balls (E)=11
P(n)=P(E)/P(S)
P(n)=11/15
So the Probability of getting a Non red ball is 11/15.
Hope it Helps You...
Solution:- (a) getting a green ball
Total balls (S)=15
Total Green Balls (E)=5
P(n)=P(E)/P(S)
P(n)=5/15 —>1/3
So the Probability of getting a Green ball is 1/3.
(b)getting a blue ball
Total balls (S)=15
Total Blue Balls (E)=6
P(n)=P(E)/P(S)
P(n)=6/15
So the Probability of getting a Blue ball is 6/15.
(c)Non red ball
—>Non red balls are Green balls and Blue balls so the total number of Green and Blue balls are 11.
Total balls (S)=15
Total Green and Blue balls (E)=11
P(n)=P(E)/P(S)
P(n)=11/15
So the Probability of getting a Non red ball is 11/15.
Hope it Helps You...
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Answer:
(a)=1/3 , (b)=2/5 , (c)=11/15
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