A group of 60 students participated in a mathematical quiz comprises of three questions.In the competition, all the student attempted at least one question. There were twentystudents who did not attempt the first question. Two students attempted the first questiononly. Meanwhile, fifteen students failed to attempt the second question. Five studentsattempted the second and third question only. Ten students attempted the third questiononly. Finally, nineteen students answered all three questions.i) Draw a Venn diagram to represent the information above.ii) Find the number of students attempted the first and the second questions only.i) Find the number of students attempted exactly two questions.iv) Find the number of students attempted at most one question.

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Answered: A group of 60 students participated in…

Elementary Geometry For College Students, 7e

7th Edition

ISBN:9781337614085

Author:Alexander, Daniel C.; Koeberlein, Geralyn M.

Publisher:Alexander, Daniel C.; Koeberlein, Geralyn M.

ChapterP: Preliminary Concepts

SectionP.CT: Test

Problem 1CT

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muster UT of the Talent and the valedictorian must sit next to the principal, how many rrangements are possible? perms. R5) If nC5 = nC12 then n =_ The following diagram represents the number of routes between 4 airports. Which of the following tuations would result in the same number of solutions? A. the number ways to choose at least one of four toys brow 91101 21nemsans 190mun.977 B. the number of ways four people can shake hands once C. the number of ways a two person team can be formed from 6 people D. The number of terms in (x + y)² R6) If all of the letters in the word PENCILS are used, the number of arrangements with all of the onsonants together is
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SOLVE STEP BY STEP AND MAKE VENN DIAGRAMS TOO Of 180 people chosen at random, 37 read books, 39 read magazines, 50 read newspapers, 62 read books or magazines, 8 books and newspapers, 92 books, magazines or newspapers, 20 only books, 12 magazines and newspapers, but no books.Determinei. Number of people who read the three things.ii. Number of people who read only two things.iii. Number of people who only read newspapers.
Solve by venn diagram
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