The given topic seems to be a question about a student skipping a step when trying to convert 26 hours into seconds. The student ended up with the result of 1560, but the question asks about the conversion ratio that was skipped in the multiple-step conversion.
Based on the given text, it seems that a student attempted to convert 26 hours into seconds using multiple steps. However, the student skipped a conversion ratio in the process and ended up with a result of 1560. Let's further explore the concept of conversion ratios in multiple-step calculations.
Conversion ratios are used to convert one unit of measurement to another. In this case, the student was trying to convert hours to seconds. To convert hours to seconds, we need to know the conversion ratio between these two units.
Unfortunately, the specific conversion ratio that the student skipped in this multiple-step calculation is not provided in the given information. However, I can provide you with general information on how to calculate conversion ratios in multiple-step calculations.
To determine the conversion ratio, you need to know the relationship between the two units of measurement. For example, to convert hours to seconds, you would need to know how many seconds are in one hour. The conversion ratio would be the number of seconds per hour.
Once you have the conversion ratio, you can multiply the given value (in this case, 26 hours) by the conversion ratio to obtain the desired result (in this case, the number of seconds).
I hope this explanation helps you understand the concept of conversion ratios in multiple-step calculations. If you have any further questions or need more specific information, please let me know!