P(cyan) = 0.38
P(yellow) = 0.16
P(blue) = P(red) = x
All the probabilities of events will add up to 1.
P(cyan) + P(yellow) + P(red) = 1
0.38 + 0.16 + x = 1
0.54 + x =1
x = 0.46
Therefore, P(red) = 46%.
The probability of landing on cyan is 38% and yellow is 16%. The probability of landing on blue is equal to the probability of landing on red. Determine the probability of landing on red as a percentage.
P(cyan) = 0.38
P(yellow) = 0.16
P(blue) = P(red) = x
All the probabilities of events will add up to 1.
P(cyan) + P(yellow) + P(red) = 1
0.38 + 0.16 + x = 1
0.54 + x =1
x = 0.46
Therefore, P(red) = 46%.
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