|
|
|
|
Junior Member
|
|
Jun 7, 2007, 06:29 PM
|
|
Challenge
There is a pole in the lake. One-half of the pole is in the ground, another one-third of it is covered by water, and 12 ft. is out of the water. What is the total length of the pole in feet?
|
|
|
Uber Member
|
|
Jun 7, 2007, 07:02 PM
|
|
36 ft.
|
|
|
Junior Member
|
|
Jun 7, 2007, 07:09 PM
|
|
Originally Posted by Stratmando
32 feet.
How did you get that
|
|
|
Senior Member
|
|
Jun 7, 2007, 07:13 PM
|
|
Originally Posted by Siustrulka
There is a pole in the lake. One-half of the pole is in the ground, another one-third of it is covered by water, and 12 ft. is out of the water. What is the total lenght of the pole in feet?
86.398 feet.
|
|
|
Senior Member
|
|
Jun 7, 2007, 07:21 PM
|
|
Length of pole =s 100 %.
50 % is in the ground.
33.333 % is covered by water.
===================
83.333 % is covered by water and in the ground.
That leaves 100 % minus 83.333 % or 16.667 % out of the water.
16.667 % +s 12 feet out of the water.
Therefore, one foot of the pole length is 12 ft diviided by 16.667 % or .72 of a foot and
finally 100 % is 100 times .72 or 72 feet.
I take back my first answer.
|
|
|
Junior Member
|
|
Jun 7, 2007, 07:21 PM
|
|
Originally Posted by RichardBondMan
86.398 feet.
How did you get that
|
|
|
Junior Member
|
|
Jun 7, 2007, 07:22 PM
|
|
Originally Posted by Siustrulka
how did you get that
Thank you
|
|
|
Uber Member
|
|
Jun 7, 2007, 07:40 PM
|
|
I drew 12 boxes stacked on one another, a line in the middle, 6 on top, 6 on bottom.
6 units on bottom, is half in ground,"another 1/3"(of the remainder?)2 units(boxes)is in water. Remainder 2/3rd or 4units (not in water) is 12. 12+ 1/3=18. 18X2=36.
|
|
|
Ultra Member
|
|
Jun 7, 2007, 07:51 PM
|
|
My answer is 36 feet. Now you figure out the portions.
|
|
|
Uber Member
|
|
Jun 7, 2007, 11:35 PM
|
|
I think the answer is 72ft. But I think there's some ambiguity in the question, I'm assuming that (100-50)-33.33 % is out of the water (1/2 in ground, another 1/3 in water). Whereas the people answering 36ft are assuming that only 1/3 of the remaining 1/2 is covered by water,
|
|
|
Ultra Member
|
|
Jun 8, 2007, 03:40 AM
|
|
|
|
|
Uber Member
|
|
Jun 8, 2007, 04:00 AM
|
|
I agree with galactus.
|
|
|
Uber Member
|
|
Jun 8, 2007, 04:57 AM
|
|
I agree with Galactus and Capuchin, A couple of us were figureing 1/3 of the remaining half.
Are we all wondering if this guy is taking a test.
|
|
|
Uber Member
|
|
Jun 8, 2007, 05:09 AM
|
|
This question actually seems quite common. I think it's some kind of pre-college math quiz thing.
|
|
|
New Member
|
|
Jun 8, 2007, 06:26 PM
|
|
72 ft
.167x = 12
x = 72
|
|
|
Junior Member
|
|
Jun 8, 2007, 07:45 PM
|
|
1/2 = 3/6
1/3 =2/6
Therefore 1/6 that is left =12 feet
so if 1/6 =12
then 6/6 = 72 feet
I agree with Capuchin and Richard Bond Man the answer is 72 feet
|
|
|
New Member
|
|
Dec 21, 2007, 11:28 PM
|
|
The difference between a third and a half is a sixth. One sixth is in the air and the whole pole is 12 x 6 feet long.
|
|
|
Junior Member
|
|
Dec 22, 2007, 07:24 AM
|
|
There is a pole in the lake. One-half of the pole is in the ground, another one-third of it is covered by water, and 12 ft. is out of the water. What is the total length of the pole in feet?
1 - 1/2 - 1/3 = 1/6
1/6 of pole = 12 ft
Length of pole = 72
|
|
Question Tools |
Search this Question |
|
|
Add your answer here.
Check out some similar questions!
Pole challenge
[ 4 Answers ]
There is a pole in the lake. One-half of the pole is in the ground, another one is one-third of it is covered by water, and 12 ft. is out of the water. What is the total length of the pole in feet?
Marbles challenge
[ 9 Answers ]
There are three colored jars each containing two marbles. One jar contains two black marbles another contains one black marble and one white marble and the last jar contains two white marbles. The jars are labeled BB BW AND WW but all of them are mislabeled. What is the smallest number of marbles...
Challenge
[ 3 Answers ]
A man says he was 28 years old two days ago but he'll be 31 years old next year how would this be?
Challenge problem #1
[ 5 Answers ]
"Find the value of k so that the areas of 'area 1' and 'area 2' are equal".
View more questions
Search
|