A type of genetically-engineered plant will produce either orange (O) or black (B) flowers.
When any single seed is planted, the probability of an orange (O) flowering plant is 43 and the
probability of a black (B) flowering plant is 41. For both parts below, type your answers directly
into the text box. You may use the equation editor if you wish but this is not required. Part I (4
points). Three seeds are planted in a single row. What is the probability that the two on left have
orange flowers and the one on the right has black flowers? In other words, what is the probability
of the specific sequence OOB ? Part II (4 points). Three seeds are planted in a single row. What
is the probability that exactly two of them have orange flowers and exactly one of them has black
flowers (regardless of left-right order)?.
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A type of genetically-engineered plant will produce either orange (O).pdf
1. A type of genetically-engineered plant will produce either orange (O) or black (B) flowers.
When any single seed is planted, the probability of an orange (O) flowering plant is 43 and the
probability of a black (B) flowering plant is 41. For both parts below, type your answers directly
into the text box. You may use the equation editor if you wish but this is not required. Part I (4
points). Three seeds are planted in a single row. What is the probability that the two on left have
orange flowers and the one on the right has black flowers? In other words, what is the probability
of the specific sequence OOB ? Part II (4 points). Three seeds are planted in a single row. What
is the probability that exactly two of them have orange flowers and exactly one of them has black
flowers (regardless of left-right order)?
