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himurakenshin
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pizza store has small/medium/large with 10 different toppings 2 crusts and 3 types of sauses. how many ways to ordera pizza with atleast 1 topping and 1 sauce?
it means typical pizza of 1 sauce plus at least 1 topping.LittleWolf said:Does the "at least 1 topping and 1 sauce" mean AT LEAST ONE TOPPING AND ONLY ONE SAUCE or does it mean AT LEAST ONE TOPPING AND AT LEAST ONE SAUCE?
gunblaze said:This is a combination qn..Juz take 3*10*2*3
based on previous thread contributions:himurakenshin said:pizza store has small/medium/large with 10 different toppings 2 crusts and 3 types of sauses. how many ways to ordera pizza with atleast 1 topping and 1 sauce?
The "Pizza permutations problem" is a mathematical problem that involves determining the number of different ways that a pizza with toppings can be divided among a group of people.
The "Pizza permutations problem" can be applied to real-life situations, such as when ordering pizza for a group of people with different topping preferences. It can also be used in decision-making processes, such as determining the best way to distribute resources among a group.
The number of possible pizza permutations is affected by the size of the pizza, the number of toppings available, and the number of people the pizza is being divided among.
Yes, there is a formula for solving the "Pizza permutations problem". It is known as the combination formula, which is n!/r!(n-r)!, where n is the total number of items (in this case, toppings) and r is the number of items being selected (in this case, the number of people).
Yes, there are several strategies for solving the "Pizza permutations problem". One approach is to list out all the possible combinations systematically, while another is to use the combination formula mentioned earlier. Another strategy is to break the problem down into smaller parts, such as dividing the pizza into smaller sections and then combining them to find the total number of permutations.