

07182016, 10:55 AM

#131

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Join Date: Dec 2012
Location: Franklin County, MO
Posts: 1,533

And on the other one from Herk, the correct answer is "It can't be done."
Assume the track is 2 miles around. You want to average 60 mph, or 1 mile per minute, so it will take you two minutes to go around the entire track.
You drive the first half (1 mile) at 30 mph, or a mile every two minutes. Now, you are halfway around and have used up all of your time (two minutes) so you have no time left to finish the second mile of the track and still circle the whole track in two minutes, no matter how fast you go.
So, it can't be done under the scenario that Herk laid out.
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07182016, 11:12 AM

#132

Senior Member
Join Date: Feb 2013
Location: Pfafftown NC
Posts: 1,627

Quote:
Originally Posted by Capt. Mike
And on the other one from Herk, the correct answer is "It can't be done."
Assume the track is 2 miles around. You want to average 60 mph, or 1 mile per minute, so it will take you two minutes to go around the entire track.
You drive the first half (1 mile) at 30 mph, or a mile every two minutes. Now, you are halfway around and have used up all of your time (two minutes) so you have no time left to finish the second mile of the track and still circle the whole track in two minutes, no matter how fast you go.
So, it can't be done under the scenario that Herk laid out.

Herk's original question has nothing to do with time. Time is not in the question. No where is 2 minutes mentioned. What am I missing?
Quote:On another note...
If you go half way around a circular track averaging 30MPH, how fast do you have to travel on the second half of the track to average 60MPH for the entire track?
(Your choice of vehicle can effect your answer) .
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07182016, 11:15 AM

#133

Junior Member
Join Date: Jun 2016
Location: Bellingham,WA
Posts: 13

33...pretty tricky...
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07182016, 11:19 AM

#134

Senior Member
Join Date: Aug 2013
Posts: 1,908

44
edit..... it is 33
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07182016, 11:42 AM

#135

Site Team
Join Date: Sep 2014
Posts: 1,285

Quote:
Originally Posted by Evereddie
Herk's original question has nothing to do with time. Time is not in the question. No where is 2 minutes mentioned. What am I missing?
Quote:On another note...
If you go half way around a circular track averaging 30MPH, how fast do you have to travel on the second half of the track to average 60MPH for the entire track?
(Your choice of vehicle can effect your answer) .

He was just using that as an example. He's right though. The correct answer is that it can't be done.
https://www.algebra.com/algebra/home...on.176669.html
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07182016, 11:42 AM

#136

Member
Join Date: Apr 2016
Location: Chelmsford, MA
Posts: 62

Quote:
Originally Posted by Evereddie
Herk's original question has nothing to do with time. Time is not in the question. No where is 2 minutes mentioned. What am I missing?
Quote:On another note...
If you go half way around a circular track averaging 30MPH, how fast do you have to travel on the second half of the track to average 60MPH for the entire track?
(Your choice of vehicle can effect your answer) .

Captn Mike is correct. Of course time factors into it. That's how you have to calculate average speed... Total distance / Total time. No matter what the total distance is, if the first half averaged 30 MPH, then there's no way you can achieve an average of 60MPH.
Assume the track is REALLY long... 60 miles. To average 60 MPH you have to drive the whole track in one hour.
But you drove the first half, (30 miles) at 30MPH, so it took you an hour to drive that half. But you need to drive the entire track in one hour! You have no time left to finish the next 30 miles.
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07182016, 11:43 AM

#137

Camp Bartender
Join Date: Jan 2016
Location: York, PA
Posts: 202

44
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07182016, 11:43 AM

#138

Site Team
Join Date: Sep 2014
Posts: 1,285

Quote:
Originally Posted by 172av8r
The first reply was the correct answer. 31!
3 apples = 30, so each apple is 10
an apple plus 8 bananas is 18. so Each banana is 1
4 bananas minus 2 coconuts =2, so each coconut is 1
So 1 Coconut + 1 Apple x 3 bananas =
1 + (10 x 3)=
1 + 30=
31

^^^ Probably the best explanation of the correct answer in the whole thread. I'm shocked at how many people don't know (or remember) the order of operations.
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07182016, 11:46 AM

#139

Senior Member
Join Date: Feb 2013
Location: Pfafftown NC
Posts: 1,627

Quote:
Originally Posted by 172av8r
Evereddie is correct. Of course time factors into it. That's how you have to calculate average speed... Total distance / Total time. No matter what the total distance is, if the first half averaged 30 MPH, then there's no way you can achieve an average of 60MPH.
Assume the track is REALLY long... 60 miles. To average 60 MPH you have to drive the whole track in one hour.
But you drove the first half, (30 miles) at 30MPH, so it took you an hour to drive that half. But you need to drive the entire track in one hour! You have no time left to finish the next 30 miles.

No, you did it too. There is no time limit. 60 MPH is a measure of speed only.
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There are 10 types of people in the world.
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07182016, 11:49 AM

#140

Site Team
Join Date: Sep 2014
Posts: 1,285

Quote:
Originally Posted by Evereddie
No, you did it too. There is no time limit. 60 MPH is a measure of speed only.
Sent from my SMN900V using Tapatalk

MPH = miles per hour. Speed is a measure of distance divided by time.
Distance Speed Time Formula
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