Q3 Transformations Air Fresheners A company that makes air fresheners has determined with xx milliters of liquid, their product lasts for Q(r) days. Based on their current formula, a 20 mililiter (ml) container will last for 21 days ( (20, 21) is a point on the graph of y = Q(z) ). The research and development team have come up with some new formulas. For each case, write the new formula, in symbolic function notation, in terms of Q(z) (for example: y = 2Q(r)). Given the point ( 20, 21) an the graph of Q(z), determine the point on the new formula's graph. Q3.1 Part a) Formula A uses 5 fewer ml of liquid and lasts 3 days longer. Formula A stated as a Transformation of Q(r) in symbolic function natation Enter your answer here Transformed Point Location: Enter your answer here Save Answer Q3.2 Part b) Formula B uses 1/2 as much liquid, and lasts for just as long as the ariginal Formula B Stated as a Transformation af Q(z) in symbolic function notation Enter your answer here Transformed Point Location: Enter your answer here Save Answer Q3.3 Part c) Formula Cuses twice as much liquid, and lasts three times as long as the original. Formula C Stated as a Transformation of Q(r) in symbolic function natation Enter your answer here Transformed Point Location: Enter your answer here
Q3 Transformations Air Fresheners A company that makes air fresheners has determined with xx milliters of liquid, their product lasts for Q(r) days. Based on their current formula, a 20 mililiter (ml) container will last for 21 days ( (20, 21) is a point on the graph of y = Q(z) ). The research and development team have come up with some new formulas. For each case, write the new formula, in symbolic function notation, in terms of Q(z) (for example: y = 2Q(r)). Given the point ( 20, 21) an the graph of Q(z), determine the point on the new formula's graph. Q3.1 Part a) Formula A uses 5 fewer ml of liquid and lasts 3 days longer. Formula A stated as a Transformation of Q(r) in symbolic function natation Enter your answer here Transformed Point Location: Enter your answer here Save Answer Q3.2 Part b) Formula B uses 1/2 as much liquid, and lasts for just as long as the ariginal Formula B Stated as a Transformation af Q(z) in symbolic function notation Enter your answer here Transformed Point Location: Enter your answer here Save Answer Q3.3 Part c) Formula Cuses twice as much liquid, and lasts three times as long as the original. Formula C Stated as a Transformation of Q(r) in symbolic function natation Enter your answer here Transformed Point Location: Enter your answer here
Algebra and Trigonometry (6th Edition)
6th Edition
ISBN:9780134463216
Author:Robert F. Blitzer
Publisher:Robert F. Blitzer
ChapterP: Prerequisites: Fundamental Concepts Of Algebra
Section: Chapter Questions
Problem 1MCCP: In Exercises 1-25, simplify the given expression or perform the indicated operation (and simplify,...
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Transcribed Image Text:Q3 Transformations Air Fresheners
A company that makes air fresheners has determined with xx milliters of liquid, their product
lasts for Q(r) days. Based on their current formula, a 20 mililiter (ml) container will last for 21
days ( (20, 21) is a point on the graph of y = Q(z) ).
The research and development team have come up with some new formulas. For each case,
write the new formula, in symbolic function notation, in terms of Q(z) (for example: y =
2Q(r)). Given the point ( 20, 21) an the graph of Q(z), determine the point on the new
formula's graph.
Q3.1 Part a)
Formula A uses 5 fewer ml of liquid and lasts 3 days longer.
Formula A stated as a Transformation of Q(r) in symbolic function natation
Enter your answer here
Transformed Point Location:
Enter your answer here
Save Answer
Q3.2 Part b)
Formula B uses 1/2 as much liquid, and lasts for just as long as the ariginal
Formula B Stated as a Transformation af Q(z) in symbolic function notation
Enter your answer here
Transformed Point Location:
Enter your answer here
Save Answer
Q3.3 Part c)
Formula Cuses twice as much liquid, and lasts three times as long as the original.
Formula C Stated as a Transformation of Q(r) in symbolic function natation
Enter your answer here
Transformed Point Location:
Enter your answer here
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