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4. Logic Design Word Problem Ye Olde 120 Pizza Shopp (FIVE) pizza toppings available: anchovies (a), broccoli (b), mushrooms (m), pepperoni (p), and sausage (s) e has the following 5 .Let a represent "the pizza has anchovies" Let b represent "the pizza has broccoli" . Let m represent "the pizza has mushrooms". Let p represent "the pizza has pepperoni . Let s represent "the pizza has sausage". a. For each of the following conditions (C1 - C3), give a simple boolean expression which equals 1 precisely when the given condition is satis may use only AND, OR, and NOT operations, and may not be a brute force listing of lots of terms fied. Your expression Ex: "The pizza must have anchovies and broccoli" would be denoted by ab. It would not be acceptable to write ab+pp+mm C1. The pizza must have anchovies or broccoli C2. The pizza must have anchovies or mushrooms but not both C3. The pizza must have neither pepperoni nor sausage b. Define the function F(a,b,m,p,s)1 if and only if all the pizza conditions stated in C1, C2 and C3 are satisfied 1. Give a Boolean expression for F 2 Express F in canonical SOP form. Hint: If you have more than 5 minterms, you made a mistake! . List all acceptable pizza combinations. For example, your answer(s) should be of the form: no anchovies, no broccoli, mushrooms pepperoni, sausage