pi*6^2=113.097
360/60=6
113.097/6= 18.85 in^2 of pizza
18.85/15=1.26 inches squared of pizza for every 10 cents.
pi*7^2=153.938
360/45=8
153.938/8=19.24 in^2 of pizza
19.24/17=1.13 inches squared of pizza for every 10 cents
Therefore, the first one is more cost effective (i think. i use meteric system i'm probably wrong dont hate me)
Don't think metric or imperial really makes a difference does it? could just as easily been 7 and 6 cm rather than inches, outcome would be the same. Math appears to be right though w/o doing it myself
Why solving a math problem the hard way when you can just simply count the pepperoni slices and come with the same solution. Math is always about doing things the easiest way possible.
360/60=6
113.097/6= 18.85 in^2 of pizza
18.85/15=1.26 inches squared of pizza for every 10 cents.
pi*7^2=153.938
360/45=8
153.938/8=19.24 in^2 of pizza
19.24/17=1.13 inches squared of pizza for every 10 cents
Therefore, the first one is more cost effective (i think. i use meteric system i'm probably wrong dont hate me)