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Jars, OG one of the free tests

Expert replies
by isisalaska » Sat Feb 10, 2007 11:15 am
Equal amount of water is poured into two emply jars of diff. capacities, which make of jar 1/4 and teh other 1/3 full. If water in the jar with the lesser capacity if pour into the one with the greater, what fraction of the large will be filled?
1/7
2/7
1/2
7/12
2/3
Isis Alaska
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Source: — Problem Solving |

Re: Jars, OG one of the free tests

by aim-wsc » Sat Feb 10, 2007 12:56 pm
isisalaska wrote:Equal amount of water is poured into two emply jars of diff. capacities, which make of jar 1/4 and teh other 1/3 full. If water in the jar with the lesser capacity if pour into the one with the greater, what fraction of the large will be filled?
1/7
2/7
1/2
7/12
2/3
the jar with greater capacity must be the one which is 1/4 full.
so same amount of water again poured into that jar ,

it will become 1/4 + 1/4= 1/2
Answer: 1/2
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by isisalaska » Sat Feb 10, 2007 1:42 pm
perfect example of not READING carefully, it says "Same amount of water" ugrrrr :x
Isis Alaska
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by BTGmoderatorRO » Thu Oct 05, 2017 1:47 am
Note that Jar 1 and Jar 2 is of different measurements/capacity buy equal volume or amount of water is poured into both jars and this made the big jar 1/4 full. it is the same volume or amount of water that is present in the smaller jar. if it is poured into the one with greater capacity, it will be =
= 1/4 + 1/4
because we are dealing with same volume of water
=[((8/4)*1) + ((8/4)*1)] / 8
=1/2
Therefore, if the water in the jar with lesser capacity is poured into the one with greater capacity 1/2 fraction of the larger jar will be filled up
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hi

by Scott@TargetTestPrep » Mon Oct 09, 2017 4:13 pm
isisalaska wrote:Equal amount of water is poured into two emply jars of diff. capacities, which make of jar 1/4 and teh other 1/3 full. If water in the jar with the lesser capacity if pour into the one with the greater, what fraction of the large will be filled?
1/7
2/7
1/2
7/12
2/3
Let's say that one jar has a capacity of 16 liters and the other, 12 liters. So, when equal parts water are poured into each jar, one jar has 4 liters and the other has 4 liters. When the contents of the small jar (4 liters from the 12-liter jar) are poured into the larger jar (4 litters in the 16-liter jar), the larger jar is now 8/16 = 1/2 full.

Alternate Solution:

Consider only the larger jar. When the first amount of water is poured into it, the jar becomes ¼ full. Now, a second amount of water, which is actually equal to the first amount, is poured into the larger jar. This second amount of water is also equivalent to ¼ of the jar's capacity. Thus, the jar is now ¼ + ¼ = ½ full.

Answer: C

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