An industrial process moves products very very slowly down a moveable ramp. The height of the products drops as time changes. After 1.5 seconds the product is 15.5 metres above the floor. After 3.9 seconds the product is 11.9 metres above the floor. • Plot these points on the provided grid. Extend the line to both axes. • Determine the slope of this linear relation. Use any method. • Determine the equation of this relation in y = mx + b form. How high off the ground is the product after 0.5 seconds into this process? Show your steps. • The ramp ends when it is 1.25 metres off the ground. Use the equation to determine the time it takes the product to reach this height. Show your work.

Trigonometry (11th Edition)
11th Edition
ISBN:9780134217437
Author:Margaret L. Lial, John Hornsby, David I. Schneider, Callie Daniels
Publisher:Margaret L. Lial, John Hornsby, David I. Schneider, Callie Daniels
Chapter1: Trigonometric Functions
Section: Chapter Questions
Problem 1RE: 1. Give the measures of the complement and the supplement of an angle measuring 35°.
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FOUNDATIONS OF MATHEMATICS MFM2P1 - Section 44 Notebook
Home
Insert
Draw
View
E E EE
三A
abe
20
18+
16
14-
12
10
-8-
-6-
9
10
11
12
MM
An industrial process moves products very very slowly
down a moveable ramp. The height of the products drops as
time changes.
After 1.5 seconds the product is 15.5 metres above the floor.
After 3.9 seconds the product is 11.9 metres above the
floor.
• Plot these points on the provided grid. Extend the line
to both axes.
Determine the slope of this linear relation. Use any
method.
• Determine the equation of this relation in y = mx +b
form.
How high off the ground is the product after 0.5
seconds into this process? Show your steps.
• The ramp ends when it is 1.25 metres off the ground.
Use the equation to determine the time it takes the
product to reach this height. Show your work.
Transcribed Image Text:FOUNDATIONS OF MATHEMATICS MFM2P1 - Section 44 Notebook Home Insert Draw View E E EE 三A abe 20 18+ 16 14- 12 10 -8- -6- 9 10 11 12 MM An industrial process moves products very very slowly down a moveable ramp. The height of the products drops as time changes. After 1.5 seconds the product is 15.5 metres above the floor. After 3.9 seconds the product is 11.9 metres above the floor. • Plot these points on the provided grid. Extend the line to both axes. Determine the slope of this linear relation. Use any method. • Determine the equation of this relation in y = mx +b form. How high off the ground is the product after 0.5 seconds into this process? Show your steps. • The ramp ends when it is 1.25 metres off the ground. Use the equation to determine the time it takes the product to reach this height. Show your work.
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