A local grocery store wants to make sure it has plenty of pumpkin in stock during the week leading up to Thanksgiving. Based on pastsales at stores in the area, cans of pumpkin sold around Thanksgiving followed a normal distribution with mean 688 and standard deviation 122. a. What is the probability the store will run out of pumpkin if they stock 700 cans? b. What is the probability the store will have leftover pumpkin if they stock 800 cans? c. What is the probability the store will sell over 1000 cans, assuming they stocked enough due to whisperings of a possible pumpkin pie craze