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19 Jun 2016, 03:48
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D
Be sure to select an answer first to save it in the Error Log before revealing the correct answer (OA)!
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Bills' school is 10 miles from his home. He travels 4 miles from school to football practice, and then 2 miles to friend's house. If he is then x miles from home, what is the range of possible values for x?
a) \(2\leq{x}\leq{10}\)
b) \(4\leq{x}\leq{10}\)
c) \(4\leq{x}\leq{12}\)
d)\(4\leq{x}\leq{16}\)
e) \(6\leq{x}\leq{16}\)
a) \(2\leq{x}\leq{10}\)
b) \(4\leq{x}\leq{10}\)
c) \(4\leq{x}\leq{12}\)
d)\(4\leq{x}\leq{16}\)
e) \(6\leq{x}\leq{16}\)
At most 16 and at least 4
26 Jun 2017, 09:04
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genxer123
We are interested in the range of x. The range would be the difference between the greatest value of x and the smallest value of x. Both will occur if all 4 destionations are on a straight line.
The greatest value:
H----------S----FB--F
10 + 4 + 2 = 16.
The smallest value:
H----F--FB----S
10 - 4 - 2 = 4
Range: \(4\leq{x}\leq{16}\)
Answer: D.
Hope it's clear.
19 Jun 2016, 05:07
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bimalr9
1.If his football ground and his friend's house lie on the way to his house.
then the distance can be minimum .
10 -(4+2) = 4
2.If his football ground and his friends house lie in the opposite direction from the way to his house.
this will then give us the maximum distance.
10+(4+2) = 16
therefore , x will lie between 4 and 16
