I had to phone up my son the computer whiz in LA to help me out on this one. They owed him some time in the massively parallel processor center where he works, and he ran this calculation for me last night. Here's what he came up with:
1 hour = 60 minutes
0.9 hours = (0.9 x 60) = 54 minutes
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90 minutes is equal to 1 and a half hours, or 1 hour and 30 minutes. In terms of hours, you can express this as 1.5 hours
One and a half hours.
If we let the time it takes to put a single cap on a bottle = "t", then we are told: t = m / C We want our answers in hours, so we'll convert that, adjusting the for the relationship between minutes and hours. We know that there are sixty minutes in an hour, so we can say: t = (h / 60) / C t = h / 60C Again, that's the time it takes to apply a single cap. To apply "B" caps then, would take: t = Bh / 60C or B/60C hours.
The car will travel 297.5 miles.
A right angle is 90 degrees.
The source document states: (S) The process takes three hours to complete. The new document states: (S) The process takes three hours to complete. Which concept was used to determine the derivative classification of the new document? Extension Revealed by Contained in Compilation
The source document states: (S) The process takes three hours to complete. The new document states: (S) The first step in the process takes 30 minutes to complete. The second step takes 2 hours, and the final step takes 30 minutes. Which concept was used to determine the derivative classification of the new document? Contained in Revealed by Extension Compilation