Posted by bikie on Tuesday, April 5, 2011 at 3:30pm.
There are two ways to look at this:
Put the two pizza's side by side, and offer the 5 toppings to each, one at a time. The customer has a choice of "yes" or "no" to each topping, ten times, so the number of ways the two pizza's can be made is at most 2^10=1024.
Since the two pizza's can be swapped, so we over-counted by 2, and the number of ways to order the two pizza's drop to 1024/2=512.
The other way is to calculate the number of ways we can order 1 pizza, which equals 2^5=32 by the same reasoning above. There are 32^2 ways to order two pizzas, except for the duplication. So the number of ways to order the two pizza would be 32^2/2=512, again.
thank you for your help.I really appreciate it.
You're welcome!
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