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(a) How many ways are there for a class of six kids to line up for recess? (b) The first child and last child play important roles in the line. Two of your students, Blork and Zonk, are terrible and horribly irresponsible. Blork cannot be trusted to be first in the line, while Zonk cannot be trusted to be last. If the line forms randomly, what is the probability that Blork will be first OR Zonk will be last? Leave your answer as a fraction.

(a) How many ways are there for a class of six kids to line up for recess? (b) The first child and last child play important roles in the line. Two of your students, Blork and Zonk, are terrible and horribly irresponsible. Blork cannot be trusted to be first in the line, while Zonk cannot be trusted to be last. If the line forms randomly, what is the probability that Blork will be first OR Zonk will be last? Leave your answer as a fraction.

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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Provide numerical answers to each of the following. Show your work clearly. (a) How many ways are there for a class of six kids to line up for recess? (b) The first child and last child play important roles in the line. Two of your students, Blork and Zonk, are terrible and horribly irresponsible. Blork cannot be trusted to be first in the line, while Zonk cannot be trusted to be last. If the line forms randomly, what is the probability that Blork will be first OR Zonk will be last? Leave your answer as a fraction.
Transcribed Image Text:Provide numerical answers to each of the following. Show your work clearly. (a) How many ways are there for a class of six kids to line up for recess? (b) The first child and last child play important roles in the line. Two of your students, Blork and Zonk, are terrible and horribly irresponsible. Blork cannot be trusted to be first in the line, while Zonk cannot be trusted to be last. If the line forms randomly, what is the probability that Blork will be first OR Zonk will be last? Leave your answer as a fraction.
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