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What equation do you use for Darren can be at work in 30 minutes. The speed limit is 35 mph with three stop lights. Therefore due to traffic he can only average 30 mph. How far is he from work?
Wiki User
∙ 9y ago
Distance = Speed*Time = 30 mph * 1/2 hour = 15 miles.
Wiki User
∙ 7y ago
Wiki User
∙ 7y agoHe is 15 miles away.
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Darren can be at work in 30 minutes The speed limit is 35 mph with three stop lights Therefore due to traffic he can only average 30 mph How far is he from work?
D=30 * .5
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Which equation will solve this problemDarren can be at work in 30 minutes The speed limit is 35 mph with three stop lights Therefore due to traffic he can only average 30 mph How far is he from work?
Just use the basic equation for speed: distance = speed x time. Don't worry about the speed limit and the stop lights. You don't need them, they don't help, and they're not involved in deriving the answer. Among higher mathematicians, items like these are referred to as "red herrings".
What evidence supports the author's claim?
Traffic in this town is a serious problem. The average commuter in this town spends fifteen more minutes a day in traffic than commuters in other towns do. Something must be done about our traffic.
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From the city of Dublin to the town of Tipperary is about 2 hours by road in good traffic. Tipperary is a large county, so depending on where specifically in the county you are going, the time could be more or less, but for most places it would be between 90 minutes and 2 hours.
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Under ideal traffic conditions, it would take the average driver about 45-50 minutes to get to Norco from Hemet.
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If the arrival rate is 6 per minute and service rate is 30 per hour then what is the traffic intensity?
step 1: you first have to ensure that you are working with the same units throughout the solution, and in this case, i choose to work with minutes, so i will convert the service rate of 30 per hour into minutes per hour. if 60mins = 30 serviced request what of 1 min = ? ((30*1)/60) = a service rate of 0.5 per min. step 2: now that we do have the average service rate at0.5 per minute and our arrival rate is at 6 per minute, we can go ahead to find the traffic intensity, which is arrived at by dividing the average arrival rate by the average service rate. therefore: 5/0.5 = 10 the traffic intensity(ratio of the average arrival rate to the average service rate) is 10.
