The difference betweentwo consecutive odd numbers is 336 .what is the larger of the two squares
To find the larger of the two squares, we need to first determine the consecutive odd numbers. Let's assume the smaller odd number is x, so the next consecutive odd number is (x + 2).
According to the given information, the difference between these two consecutive odd numbers is 336. So, we can set up the equation:
(x + 2) - x = 336
Simplifying the equation:
2 = 336
This equation is not possible as it does not have a valid solution. It implies that there is no pair of consecutive odd numbers with a difference of 336.
Therefore, we cannot determine the larger of the two squares in this scenario.