Answer :
The change in time between 5.6 hours after the candle was lit and 10.2 hours after the candle was lit is 4.6 hours.
What is the change in t from 5.6 hours after the candle was lit to 10.2 hours?
The change in time (Δt) between two given points can be calculated as the difference between the two values:
Δt = t2 - t1
Where t1 is the first time (5.6 hours after the candle was lit) and t2 is the second time (10.2 hours after the candle was lit).
So,
t1 = 5.6 hours
t2 = 10.2 hours
Δt = t2 - t1
Δt = 10.2 hours - 5.6 hours
Δt = 4.6 hours
Therefore, the change in time between 5.6 hours after the candle was lit and 10.2 hours after the candle was lit is 4.6 hours.
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Final answer:
The change in time, represented as Δt, between 5.6 hours and 10.2 hours after the candle was lit is 4.6 hours.
Explanation:
The student is asking about the change in time, often represented by 'delta t' or 'Δt', between two instances: 5.6 hours and 10.2 hours after a candle was lit. To calculate the change in time, we need to subtract the earlier time from the later time.
Change in t (Δt) = 10.2 hours - 5.6 hours
Δt = 4.6 hours
This result tells us that the change in time between the two given instances is 4.6 hours.
