In the Hackspace there are 3 Prusa 3D Printers, Hopper, Lovelace and Utting which have been running since the start of the year. • Hopper has done 30% of the total printing load. • Lovelace has done 22% of the total printing. • The rest of the printing was done on Utting. Hopper has had a 8% failure rate, Lovelace has had a 11% failure rate and Utting succeeds 96% of the time. (a) Draw a fully labelled tree diagram to show all the possible outcomes and their probabilities. (b) Find the probability that: i. A print will be done on Hopper and is successful ii. A print will fail iii. Given that a print has succeeded, what is the probability that it was printed on Lovelace
In the Hackspace there are 3 Prusa 3D Printers, Hopper, Lovelace and Utting which have been running since the start of the year. • Hopper has done 30% of the total printing load. • Lovelace has done 22% of the total printing. • The rest of the printing was done on Utting. Hopper has had a 8% failure rate, Lovelace has had a 11% failure rate and Utting succeeds 96% of the time. (a) Draw a fully labelled tree diagram to show all the possible outcomes and their probabilities. (b) Find the probability that: i. A print will be done on Hopper and is successful ii. A print will fail iii. Given that a print has succeeded, what is the probability that it was printed on Lovelace
Algebra for College Students
10th Edition
ISBN:9781285195780
Author:Jerome E. Kaufmann, Karen L. Schwitters
Publisher:Jerome E. Kaufmann, Karen L. Schwitters
Chapter12: Algebra Of Matrices
Section12.CR: Review Problem Set
Problem 37CR
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In the Hackspace there are 3 Prusa 3D Printers, Hopper, Lovelace and Utting which have been running since the start of the year. • Hopper has done 30% of the total printing load. • Lovelace has done 22% of the total printing. • The rest of the printing was done on Utting. Hopper has had a 8% failure rate, Lovelace has had a 11% failure rate and Utting succeeds 96% of the time. (a) Draw a fully labelled tree diagram to show all the possible outcomes and their probabilities. (b) Find the
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