Final Answer:
Cole spends approximately 28.57% of his time taking care of his lizards.
Step-by-step explanation:
To determine the percentage of time Cole spends taking care of his lizards, we need to convert the fraction (2/7) to a percentage. The formula for this conversion is (fraction value) × 100. In this case, (2/7) × 100 = 28.57%. Therefore, Cole spends approximately 28.57% of his time caring for his lizards.
This percentage represents the proportion of time out of a whole (100%) that Cole dedicates to the care of his lizards. If we consider his entire time as the whole, then (100% - 28.57%) is the percentage of time he spends on activities other than caring for his lizards. Understanding these percentages provides insight into the allocation of Cole's time, making it a useful measure for evaluating priorities and managing time effectively.
In summary, expressing the fraction (2/7) as a percentage allows us to quantify the portion of Cole's time devoted to lizard care in a more relatable and understandable way. This conversion facilitates a clearer understanding of the time distribution in Cole's routine, emphasizing the significance of lizard care in his overall schedule.