If the lengths of male skis and female skis are used to construct a​ 95% confidence interval for the difference between the two population​ means, the result is 14.32cm < μ1 - μ2 < 21.95 ​cm, where lengths of male skis correspond to population 1 and lengths of female skis correspond to population 2. Express the confidence interval with the lengths of female skis being population 1 and lengths of male skis being population 2. a. - 14.32 cm <μ1−μ2<−21.95
b. -21.95 cm <μ1−μ2<−14.32
c. 14.32 cm <μ1−μ2<21.95
d. This cannot be determined without having the original data values.