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(c) Using the function p(x), determine the possible rate(s) of production that resulted in the given probability of 0.15 stated in part (a). (d) The minimum probability that a randomly selected Choc-pricot is imperfect, according to the function p(x), is 0.0781 (correct to three significant figures). State the corresponding rate of production that would result in this probability.

(c) Using the function p(x), determine the possible rate(s) of production that resulted in the given probability of 0.15 stated in part (a). (d) The minimum probability that a randomly selected Choc-pricot is imperfect, according to the function p(x), is 0.0781 (correct to three significant figures). State the corresponding rate of production that would result in this probability.

Big Ideas Math A Bridge To Success Algebra 1: Student Edition 2015
Big Ideas Math A Bridge To Success Algebra 1: Student Edition 2015
1st Edition
ISBN:9781680331141
Author:HOUGHTON MIFFLIN HARCOURT
Publisher:HOUGHTON MIFFLIN HARCOURT
Chapter10: Radical Functions And Equations
Section: Chapter Questions
Problem 9CR
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The manager of the assembly line can adjust the rate of production of Choc-pricots, resulting in a change in the probability that a randomly selected Choc-pricot is imperfect. This probability can be modelled by the function p(x) = sin(0.00392x²)+e, for 0<x<20, where p(x) represents the probability that a randomly selected Choc-pricot is imperfect, and x represents the rate of production measured in Choc-pricots per second. (b) On the axes in Figure 8, sketch the graph of y= p(x). 1.0 0.8 0.6 0.4 0.2 y 10 Figure 8 15 20
Transcribed Image Text:The manager of the assembly line can adjust the rate of production of Choc-pricots, resulting in a change in the probability that a randomly selected Choc-pricot is imperfect. This probability can be modelled by the function p(x) = sin(0.00392x²)+e, for 0<x<20, where p(x) represents the probability that a randomly selected Choc-pricot is imperfect, and x represents the rate of production measured in Choc-pricots per second. (b) On the axes in Figure 8, sketch the graph of y= p(x). 1.0 0.8 0.6 0.4 0.2 y 10 Figure 8 15 20
(c) Using the function p(x), determine the possible rate(s) of production that resulted in the given probability of 0.15 stated in part (a). (d) The minimum probability that a randomly selected Choc-pricot is imperfect, according to the function p(x), is 0.0781 (correct to three significant figures). State the corresponding rate of production that would result in this probability. page 8 of 15
Transcribed Image Text:(c) Using the function p(x), determine the possible rate(s) of production that resulted in the given probability of 0.15 stated in part (a). (d) The minimum probability that a randomly selected Choc-pricot is imperfect, according to the function p(x), is 0.0781 (correct to three significant figures). State the corresponding rate of production that would result in this probability. page 8 of 15
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