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In mathematics, the symbol "d" typically represents distance. When the variable "t" is equal to 2.5 hours, it suggests a scenario involving motion or change over time. To determine the specific value of "d" in this context, additional information such as the rate of change or speed would be needed, as distance is calculated by multiplying time by speed.
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What is the derivative of te(-t2)?
Use the product and chain rules: d/dt te^(-t²) = (d/dt t)e^(-t²) + t(d/dt e^(-t²)) = 1 × e^(-t²) + t × e^(-t²) × d/dt -t² = e^(-t²) (1 + t × -2t) = (1 - 2t²)e^(-t²)
What is the formula to determine time knowing speed and distance?
D = rt t = d/r r = d/t
What time is 25 hours past 900 am?
There are 24 hours in 1 day, so 25 hours = 24 hours + 1 hours = 1 day + 1 hour Thus 25 hours after 09:00 am is 10:00 am on the following day.
How many hours before midnight in 3 hours?
If the time now is T hours (on a 24 hour clock), then the answer is mod(21 - T, 24) hours.
How many hours is 90000 seconds?
25 Hours
