The weight of acorn squash in a bin at the local farmers’ market follows a normal distribution with mean 2 pounds and standard deviation 0.15 pounds. Suppose we pick four acorn squash at random from the bin and find their total weight, T. The random variable T is a. Binomial, mean = 8 pounds, standard deviation = 0.6 pounds
b. Binomial, mean = 8 pounds, standard deviation = 0.3 pound
c. Normal, mean = 8 pounds, standard deviation = 0.6 pounds
d. Normal, mean = 8 pounds, standard deviation = 0.15 pounds
e. Normal, mean = 8 pounds, standard deviation = 0.03 pounds