assuming both trees start from zero height, then the height y (in inches) after x years is
Teacher: y = 10x
you: y = 68x
The trees will never be the same height. You need a starting height for each tree, and the teacher's tree better have a good head start, since your tree grows almost 7 times as fast. (The starting height will be the y-intercept; height at x=0 years)
I need help finding the y-intercepts, x-intercepts, the slope, and the equation y = mx + b.
This is for figuring out when my tree and a teacher's tree will be the same height.
Teacher's tree:
The tree type is Hickory
The growth rate is 10 inches per year, slow rate
Mature size is at least 80 feet
My tree grows 5-8 feet each year
The mature size is 50 feet
x = Number of feet
y = Number of years
Then, I need a basic system for it.
PLEASE HELP!
2 answers
Thanks, oobleck! Now I can complete my exam portfolio!
2 answers