in t minutes,the time would be 8am.if 40 minutes ago,the he time was 3t minutes past 2.00 am,then find the present time?
Answers
=> 4t + 160 = 480
=> 4t = 480 - 160
=> 4t = 320
=> t = 320/4
=>t = 80
Time is a continuum of successive events that take place in order, from the past through the present to the future. The present time is 6:40 am.
Let's start by using the information given in the problem to set up two equations:
Equation 1: Current time + t minutes = 8:00 am
Equation 2: Current time - 40 minutes = 2:00 am + 3t minutes
We can simplify Equation 2 by converting both times to minutes since midnight:
Equation 2: Current time - 40 minutes = 120 minutes + 3t minutes
Current time = 160 minutes + 3t minutes
Now we can substitute this expression for Current time into Equation 1:
160 minutes + 3t minutes + t minutes = 480 minutes
4t + 160 = 480
4t = 320
t = 80
So the current time is:
Current time = 160 minutes + 3t minutes
Current time = 160 minutes + 3(80) minutes
Current time = 400 minutes
To convert this back to standard time format, we can divide by 60 to get the number of hours and minutes past midnight:
400 minutes ÷ 60 = 6 hours and 40 minutes
Therefore, the present time is 6:40 am.
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