SOLUTION: When the Jenkins family moved into their home 10 years ago, there were two small trees in their backyard. Both trees have since been growing at a constant rate. For the first tree,
Algebra.Com
Question 1070294: When the Jenkins family moved into their home 10 years ago, there were two small trees in their backyard. Both trees have since been growing at a constant rate. For the first tree, 6 years after the Jenkins moved in, it was 11 feet tall, and 8 years after they moved in, it was 13 feet tall. For the second tree, 7 years after the Jenkins moved in, it was 15 feet tall, and 9 years after they moved in, it was 19 feet tall. how many years after the Jenkins moved in that the first tree and the second tree were the same height, and give the height
Answer by josgarithmetic(39617) (Show Source): You can put this solution on YOUR website!
First Tree:
(6,11) and (8,13)
Second Tree:
(7,15) and (9,19)
Find equations for the lines of the two sets of points. The question asks for the intersection of the two lines.
RELATED QUESTIONS
Problem: When the Jenkins family moved into their home 10 years ago, there were two small (answered by ankor@dixie-net.com)
Two years ago the ages of an oak tree and that of a younger oak tree were both perfect... (answered by ikleyn,greenestamps)
When Vlad moved to his new home a few years ago, there was a young oak tree in his... (answered by josmiceli)
Two farmers always plant their mango trees in square arrays.This year they planted 11... (answered by Edwin McCravy)
I actaully have 3 questions and I need the steps to the solutions explained, not just the (answered by rfer)
a professional gardner was asked to plant 10 trees in the backyard of a wealthy client.... (answered by khwang)
Landscape Design
Landscape designers often use coordinate geometry and algebra as they (answered by richard1234)
(Part 1)
The number of trees in a forest is increasing. Every 16 days the number of... (answered by Boreal)
There are four children in a family. There were all born two years apart. The sum of... (answered by josmiceli)