View Full Version : How to do this maths question
04-08-2016, 04:58 PM
Micheal drove from London to OxfordReply
The distance from London to Oxford is about 60 miles, correct to the nearest 5 miles
The drive took him 50 minutes, correct to the nearest 5 minutes.
Determine the upper bound for the average speed of the journey. Round your answer to 3 significant figures and give your answer in miles per hour. Thanks.
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04-08-2016, 05:22 PM
To find upper bound do this. Divide 5 by 2 and you get 2.5.Reply
Upper bound of 60 miles = 62.5.
Now for the lower bound we subtract 5/2 from 50.
Lower bound of 50 minutes = 47.5.
Finally divide miles by hours.
62.5/(47.5÷60) therefore value of speed = 78.948 mph.
Round off to 3 sig = 78.9 mph.
Notice I am about to sleep and I have posted this hurriedly therefore it may be wrong tho.
Make sure you do ur question yourself next time. If you can't, ask your teacher it helps a lot.
04-09-2016, 12:05 PM
04-09-2016, 03:14 PM
1.2 miles per min, 1.2 x 60 = 72
...upper bounds for the average speed.
No speeding plz :p
...although I'm probably wrong T_T
Upper bounds for time to nearest 5 min, 52.29
1.15 miles per min, 69 mph
:/ better but probably still wrong.
Upper bounds are calculated to the nearest .5
69.5 mph ...I forgot to put my name on the paper :/
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