Question

Study Plan Desmos | Scit Desmos | Gra Probability Di Learn Desmo \( 3 b b a 0 c b 8-f 54 d-41 f 0-93 e 0-c d 9 a c c 9 f c 316 \) Study Plan Practice dent/PlayerPractice.aspx?chapterld=15\&sld=1\&objectiveld=5\&single=true\&centerwin=yes Frank Berguin 08/02/25 11:25 AM (?) Events and Odds Question 4, 12.1.39-GI 3 correct Part 1 of 7 Points: 0 of 1 Close At a college, \( 24 \% \) of all students are taking a course in solar design, \( 49 \% \) are taking a course in electronics, and \( 21 \% \) are taking a course in engine repair. Furthermore, \( 11 \% \) are taking electronics and engine repair, \( 8 \% \) are taking electronics and solar design, and \( 8 \% \) are taking engine repair and solar design. Finally, \( 4 \% \) are taking courses in solar design, electronics, and engine repair. A student is randomly chosen. Complete parts a) through d) below. a) Find the probability that the student is taking at least one course in electronics, engine repair, or solar design. First identify the probabilities in the Venn diagram to the right and write them in decimal form. Let event \( \mathrm{D}= \) the event that a student is taking a course in solar design, let event \( E= \) the student is taking a course in electronics, and let \( R= \) the student is taking a course in engine repair. Also, let \( S \) be the sample space. I= \( \square \) , 1 I = \( \square \) , III = \( \square \) , IV = \( \square \) , \( \mathrm{V}= \) \( \square \) , \( \mathrm{VI}= \) \( \square \) , VII = \( \square \) - VIII = \( \square \) (Type integers or decimals. Simplify your answers.) View an example Get more help Clear all Check answer the Binomial Theorem Practice Quiz Me

          Study Plan
Desmos | Scit
Desmos | Gra
Probability Di
Learn Desmo
\( 3 b b a 0 c b 8-f 54 d-41 f 0-93 e 0-c d 9 a c c 9 f c 316 \)
Study Plan Practice
dent/PlayerPractice.aspx?chapterld=15\&sld=1\&objectiveld=5\&single=true\&centerwin=yes
Frank Berguin 08/02/25 11:25 AM
(?)
Events and Odds
Question 4, 12.1.39-GI
3 correct
Part 1 of 7
Points: 0 of 1
Close

At a college, \( 24 \% \) of all students are taking a course in solar design, \( 49 \% \) are taking a course in electronics, and \( 21 \% \) are taking a course in engine repair. Furthermore, \( 11 \% \) are taking electronics and engine repair, \( 8 \% \) are taking electronics and solar design, and \( 8 \% \) are taking engine repair and solar design. Finally, \( 4 \% \) are taking courses in solar design, electronics, and engine repair. A student is randomly chosen. Complete parts a) through d) below.
a) Find the probability that the student is taking at least one course in electronics, engine repair, or solar design.
First identify the probabilities in the Venn diagram to the right and write them in decimal form. Let event \( \mathrm{D}= \) the event that a student is taking a course in solar design, let event \( E= \) the student is taking a course in electronics, and let \( R= \) the student is taking a course in engine repair. Also, let \( S \) be the sample space.

I= \( \square \) , 1 I = \( \square \) , III = \( \square \) , IV = \( \square \) , \( \mathrm{V}= \) \( \square \) , \( \mathrm{VI}= \) \( \square \) , VII = \( \square \) - VIII = \( \square \)
(Type integers or decimals. Simplify your answers.)
View an example
Get more help
Clear all
Check answer
the Binomial Theorem
Practice
Quiz Me

Study Plan
Desmos | Scit
Desmos | Gra
Probability Di
Learn Desmo
3 b b a 0 c b 8-f 54 d-41 f 0-93 e 0-c d 9 a c c 9 f c 316
Study Plan Practice
dent/PlayerPractice.aspx?chapterld=15&sld=1&objectiveld=5&single=true&centerwin=yes
Frank Berguin 08/02/25 11:25 AM
(?)
Events and Odds
Question 4, 12.1.39-GI
3 correct
Part 1 of 7
Points: 0 of 1
Close

At a college, 24 % of all students are taking a course in solar design, 49 % are taking a course in electronics, and 21 % are taking a course in engine repair. Furthermore, 11 % are taking electronics and engine repair, 8 % are taking electronics and solar design, and 8 % are taking engine repair and solar design. Finally, 4 % are taking courses in solar design, electronics, and engine repair. A student is randomly chosen. Complete parts a) through d) below.
a) Find the probability that the student is taking at least one course in electronics, engine repair, or solar design.
First identify the probabilities in the Venn diagram to the right and write them in decimal form. Let event D= the event that a student is taking a course in solar design, let event E= the student is taking a course in electronics, and let R= the student is taking a course in engine repair. Also, let S be the sample space.

I= □ , 1 I = □ , III = □ , IV = □ , V= □ , VI= □ , VII = □ - VIII = □
(Type integers or decimals. Simplify your answers.)
View an example
Get more help
Clear all
Check answer
the Binomial Theorem
Practice
Quiz Me

Added by Margaret P.

Question

Please give Ace some feedback