|
| Total Answers and Comments: 5 |
Last Update: January 31, 2007 |
|
| | |
|
No best answer available. Please pick the good answer available or submit your answer. | |
November 19, 2005 21:18:00 | #2 |
| murali922 |
|
Member Since: November 2005 Contribution: 2 |
RE: Two trees are there. One grows at 3/5 of the other...
| Answer should be 1.5 !!! Let the trees be x,y from question : - eq1 is x = 3/5 (y) eq2 after 4 yrs, x+y = 8 from the 2 equations we get y = 5 and x = 3 according to our equation x= 3/5(y) -> x is the smaller tree. In 4 yrs x grows 3ft In 2 yrs x grows ?ft Ans = 1.5ft. Correct me if I am wrong. |  | | Is this answer useful? Yes | No | | |
|
| |
|
March 12, 2006 00:43:40 | #4 |
| abhishek |
|
|
RE: Two trees are there. One grows at 3/5 of the other...
| hi ans is 1.5 by unitary method in 4 years (t1=3/5)*t2 this shows that t2 is big tree now during 4 years t1+t2= 8 then t1+(5/3)*t1=8 t1=3 t2=5 now in 4yr t1(small tree) grows 3 ft therefore in 2 yr t1(small tree )will grow (3/4)*2=1.5 |  | | Is this answer useful? Yes | No | | |
|
| |
Go To Top
|