In a computer store, 30%% of the computers in stock are laptops and 70% are desktops. Five percent of the laptops are on sale. while 10%% of the desktops are on sale. Let L - the event the computer is a laptop, and S - the event the computer is on sale. a. Identify what each numerical value given in the problem represents in probability notation. 0.30 0.70 0.05 0.10 = b. Create a hypothetical two-way table to represent the situation. Total Total 100,000 c. Calculate the probability that a randomly selected computer will be a desktop, given that the computer is on sale. What is the notation used for this probability? d. Find P(SC LC). What does this probability represent in context of the problem? e. What is the probability a randomly selected computer is both a laptop and on sale? Give the appropriate probability notation