Five students are given the following question to answer. "If 13 different types of fruit are available, how many fruit salads could be made using exactly 3 of these fruits?" One at a time, the students show an answer to their teacher in the following order: Student 1 Michelle used 13! to answer the question. 13 to answer the 3 Stan decided to use Student 4 question. Ron suggested using 13 P3 to answer the question. Student 6 Student 7 Jackie answered the question using 13 C10 : 13! would give the correct Kevin thought that Student 9 3! answer.

Five students are given the following question to answer. "If 13 different types of fruit are available, how many fruit salads could be made using exactly 3 of these fruits?" One at a time, the students show an answer to their teacher in the following order: Student 1 Michelle used 13! to answer the question. 13 to answer the 3 Stan decided to use Student 4 question. Ron suggested using 13 P3 to answer the question. Student 6 Student 7 Jackie answered the question using 13 C10 : 13! would give the correct Kevin thought that Student 9 3! answer.

Name: For ax +bx+c=0, x=-b± b² – 4ac2аPermutations, Combinations, andthe Bi
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Description: For ax +bx+c=0, x=-b± b² – 4ac2аPermutations, Combinations, andthe Binomial Theoremn!=n(n-1)(n-2)x...x2x1,where neN and 0! = 1n!„P =(п-г)!n!„C =(n-r)!r!„C, =|In the expansion of (x+y)",the general term is t1=, C;x"* y*. Five students are given the f

Holt Mcdougal Larson Pre-algebra: Student Edition 2012

1st Edition

ISBN:9780547587776

Author:HOLT MCDOUGAL

Publisher:HOLT MCDOUGAL

Chapter12: Angle Relationships And Transformations

Section: Chapter Questions

Problem 3PTTS

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