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Re: One hour before John started walking from P to Q [#permalink]
Ann has already walked 3 Miles, so 15 Miles are remaining

Setting up the equation

\(\frac{15-x}{2} = \frac{x}{3}\)

x = 9

Distance covered by Ann = 9+3

Answer = 12 = E
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Re: One hour before John started walking from P to Q, a distance [#permalink]
i am sorry for the silly question but how they meet and Ann moved before john and his speed is faster as well and eventually they meet. I think they never or I am missing something ?
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Re: One hour before John started walking from P to Q, a distance [#permalink]
IN question itself some discrepancy,
it mentions onehour before john started .
then anna covered 9.6miles.

If question mentions anna started 1hour before then
anna covered 12 miles.

so in this context option D is correct.
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Re: One hour before John started walking from P to Q, a distance [#permalink]
Expert Reply
hatemnag wrote:
i am sorry for the silly question but how they meet and Ann moved before john and his speed is faster as well and eventually they meet. I think they never or I am missing something ?


John walks from P to Q but Ann walks from Q to P. They are both walking toward each other so they meet.


Quote:
IN question itself some discrepancy,
it mentions onehour before john started .
then anna covered 9.6miles.

If question mentions anna started 1hour before then
anna covered 12 miles.

so in this context option D is correct.


The statement:

"One hour before John started walking from P to Q, a distance of 18 miles, Ann had started walking along the same road from Q to P"

One hour before John started ... Ann had started ...

So Ann had started one hour before John started. Not the other way around.
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Re: One hour before John started walking from P to Q, a distance [#permalink]
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tauchmeister wrote:
One hour before John started walking from P to Q, a distance of 18 miles, Ann had started walking along the same road from Q to P. Ann walked at a constant speed of 3 miles per hour and John at 2 miles per hour. How many miles had Ann walked when they met?

A. 6 miles
B. 8,4 miles
C. 9 miles
D. 9,6 miles
E. 12 miles


We have a converging problem in which we use the formula distance of John + distance of Ann = total distance.

We can let John’s time = t and Ann’s time = (t + 1). Furthermore, John’s distance is 2t and Ann’s distance is 3(t + 1) = 3t + 3. So, we have:

2t + 3t + 3 = 18

5t = 15

t = 3

Thus, Ann traveled 3t + 3 = (3 x 3) + 3 = 12 miles.

Answer: E
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Re: One hour before John started walking from P to Q, a distance [#permalink]
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Re: One hour before John started walking from P to Q, a distance [#permalink]
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