johnny at 1/2 of a pizza, sue has 1/2 of another pizza, johnny said he ate more than sue, but sue says they both at the same amount, is johnny right?
If Johnny's pizza is larger than Sue's, he ate more pizza, in square inches consumed.
On the other hand, they each ate 1/2 pizza.
Either can be said to be correct, depending on your interpretation, and the facts of the problem.
Assuming both pizzas were the same, Johnny is wrong.
it doesn't state that sue ate 1/2 of the other pizza. so if johnny ate 1/2 of a pizza and sue has 1/2 of another pizza. johnny is right. he ate his half....sue still has 1/2.
To solve this problem, we need to compare the amounts of pizza that Johnny and Sue ate.
Johnny ate 1/2 of a pizza, and Sue also ate 1/2 of a pizza.
To check if Johnny is right or if Sue is right, we need to determine if both fractions are equal.
We can do this by finding the common denominator and then comparing the two fractions.
The common denominator for both 1/2 and 1/2 is 2.
Converting 1/2 to have the same denominator as 1/2 (which is 2), we get:
Johnny: 1/2 = 1/2
Sue: 1/2 = 1/2
As both fractions are equal, Sue is correct. Johnny and Sue ate the same amount of pizza.