Answer :
The probability that a green marble is randomly drawn will be 2% if 50 blue marbles are removed. The probability of randomly picking a green marble will be greater if there are fewer marbles.
The probability of an event can be expressed as
P(A) = n(A) / n(S)
Where
- P(A) = 2% = 0,02
- n(A) = 1 (number of green marble)
We must find the value of n(S) (the total number of marbles) so that we know how many marbles that must be removed.
- P(A) = n(A) / n(S)
- 0,02 = 1 / n(S)
- n(S) = 50
Hence, the probability of randomly drawn green marble will be 2% if there are 50 marbles. So, 50 blue marbles should be removed.
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