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The yearly production of a 6 foot orange tree is 40 pounds of oranges. A 17 foot tree produces 88 pounds. Let h represent the height of an orange tree and p the number of pounds of oranges produced. Use the information to answer the question shown below.
a) List the ordered pairs. What is the ordered pair for the first tree? (6,40) What is the second ordered pair? (17,88)
b) Find the point-slop form of an equation of the line through the two ordered pairs. a. p=48/11h+152/11 b. p-40=-48/11(h-6)c. p-6=11/48(h-40) d. p-40=48/11(h-6)
c) Use the equation from part b) to predict the number of pounds of oranges produced by an 18 foot tree, and a 20 foot tree.
What is the predicted production of an 18 foot tree? ___
What is the predicted production of a 20 foot tree? ____
d) Use the equation from part b) to predict the height of a tree which produces 88 pounds of oranges. What is the predicted height (in feet) of a tree that produces 88 pounds of oranges? ____
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