Marty’s Pizza must have been more than a quarter larger than Luis’. The kid is exactly right.
And the teacher is not flexible enough to engage outside their expectations for how the question was supposed to be answered.
Clearly the expectation was for the kids to take the unstated assumption that the two pizzas were of the same size, and reject the premise as unreasonable (note the heading “Reasonableness”).
Given 4/6 x > 5/6 y therefore x > 5/4 y
Marty’s Pizza must have been more than a quarter larger than Luis’. The kid is exactly right.
And the teacher is not flexible enough to engage outside their expectations for how the question was supposed to be answered.
Clearly the expectation was for the kids to take the unstated assumption that the two pizzas were of the same size, and reject the premise as unreasonable (note the heading “Reasonableness”).
Now we know why teacher isn’t teaching math, but they should definitely not be teaching reasonableness either.
I’m pretty sure the kid’s answer was how it was supposed to be answered
Honestly I suspect the question was phrased poorly. It should have simply said “who ate more pizza” not stated who ate more and request to explain how
The test is for lateral thinking, not for mathematics.