Answer:
The probability that the pair consists of a female junior and a male sophomore is 0.096
Step-by-step explanation:
No of male juniors=4
No of female juniors=10-4=6
No of female sophomores=5
No of male sophomores=13-5=8
As per question,
Probability that the pair consists of a female junior and
a male sophomore =[tex]\frac{6C1\times8C1}{32C2}[/tex]=0.096
Therefore, the probability that the pair consists of a female junior and a male sophomore is 0.096
