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If a gumball is randomly chosen from a bag that contains exactly 6 yellow gumballs, 5 green gumballs, and 4 red gumballs, what is the probability that the gumball chosen is NOT green?
  • a)
    2/3
  • b)
    1/3
  • c)
    2/5
  • d)
    3//5
  • e)
    4/15
Correct answer is option 'A'. Can you explain this answer?
Most Upvoted Answer
If a gumball is randomly chosen from a bag that contains exactly 6 yel...
The correct answer is a. The probability that the gumball chosen will NOT be green when there are 6 yellow gumballs, 5 green gumballs, and 4 red gumballs is the number of favorable outcomes (the number of times a yellow or red gumball can be chosen) divided by the number of total outcomes (the total number of gumballs). The number of favorable outcomes is 10 because there are 6 yellow gumballs and 4 red gumballs. The total number of outcomes is 6 + 5 + 4, or 15. Thus the probability of the gumball NOT being green is 10/15, which can be reduced to 2/3.
Answer choice G is incorrect because it is the probability that a chosen gumball will be green.
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If a gumball is randomly chosen from a bag that contains exactly 6 yellow gumballs, 5 green gumballs, and 4 red gumballs, what is the probability that the gumball chosen is NOT green?a)2/3b)1/3c)2/5d)3//5e)4/15Correct answer is option 'A'. Can you explain this answer?
Question Description
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