two students are playing with a six-sided number cube. the probabilty of tossing a number greater than 13 and less than 24 is 6/6 or 1. what are the possible numbers on the cube?
There must be a number between 14 and 23, inclusive, on all six sides.
I don't see the significance of there being two students playing.
To find the possible numbers on the cube, we need to identify the range of numbers that satisfies the condition of being greater than 13 and less than 24.
First, let's determine the number of faces on the cube. It is mentioned that the cube is a six-sided number cube, so we can conclude that it has six faces.
We want to find the numbers that are greater than 13 and less than 24. Since we have a six-sided cube, the numbers on the cube would range from 1 to 6.
However, these numbers do not satisfy the condition mentioned. We need to find numbers greater than 13 and less than 24. Since the cube only has numbers from 1 to 6, it is not possible to have numbers greater than 13 and less than 24.
Therefore, there seems to be a mathematical error in the given information. Please verify the problem statement or provide further clarification if needed.