When speed walking, Jason takes 12 steps every 8 seconds. At that rate, how many steps will he take in 1,1/3 minutes?

To arrive at 100 steps, one would need an incorrect multiplication of Jason's speed or an erroneous conversion of time. If we incorrectly assume he walks for a shorter duration or miscalculate the steps per second, we could mistakenly arrive at 100. However, this does not align with the correct calculations based on his actual step rate.

Choosing 116 steps indicates a miscalculation in the total time or the steps per second. If one were to incorrectly estimate the total number of steps based on a fraction of the correct time or steps, this could lead to the conclusion of 116 steps, which does not accurately represent the situation.

To arrive at 124 steps would indicate an overestimation of Jason's speed or a miscalculation of the time conversion. This choice suggests a misunderstanding of the rate at which he takes steps, leading to an inflated count that does not correspond to the given data.