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5.71 How many different three-digit numbers can be made with three 4's, 5.72 In how many ways can 3 men and 3 women be seated at a round table if (a) no restriction is imposed, (b) 2 particular women must not sit together, and (c) each woman is to be between 2 men?

5.71 How many different three-digit numbers can be made with three 4's, 5.72 In how many ways can 3 men and 3 women be seated at a round table if (a) no restriction is imposed, (b) 2 particular women must not sit together, and (c) each woman is to be between 2 men?

MATLAB: An Introduction with Applications
MATLAB: An Introduction with Applications
6th Edition
ISBN:9781119256830
Author:Amos Gilat
Publisher:Amos Gilat
Chapter1: Starting With Matlab
Section: Chapter Questions
Problem 1P
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6.34 6.69 How many numbers consisting of five different digits each can be made from the digits 1, 2, 3, ..., 9 if (a) the numbers must be odd and (b) the first two digits of each number are even? 6.70 Solve Problem 6.69 if repetitions of the digits are allowed. 6.71 How many different three-digit numbers can be made with three 4's, four 2's, and two 3's? 6.72 In how many ways can 3 men and 3 women be seated at a round table if (a) no restriction is imposed, (b) 2 particular women must not sit together, and (c) each woman is to be between 2 men? Combinations 6.73 Evaluate (a) (3). (b) (3). and (c) (). 4 = 7 n Statistics Give the EXCEL function for parts (a), (b), and (c). ? 6.74 For what value of n does 3 3 6 questions be selected out of 10? d from 8 men and 6 women?
Transcribed Image Text:6.34 6.69 How many numbers consisting of five different digits each can be made from the digits 1, 2, 3, ..., 9 if (a) the numbers must be odd and (b) the first two digits of each number are even? 6.70 Solve Problem 6.69 if repetitions of the digits are allowed. 6.71 How many different three-digit numbers can be made with three 4's, four 2's, and two 3's? 6.72 In how many ways can 3 men and 3 women be seated at a round table if (a) no restriction is imposed, (b) 2 particular women must not sit together, and (c) each woman is to be between 2 men? Combinations 6.73 Evaluate (a) (3). (b) (3). and (c) (). 4 = 7 n Statistics Give the EXCEL function for parts (a), (b), and (c). ? 6.74 For what value of n does 3 3 6 questions be selected out of 10? d from 8 men and 6 women?
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