2)-102 (b) 210 c) 201 The number ofways to distribute 7 games to threechildren so that the youngest childgets three games and every otherchild gets two games in

We have to find the number of ways to distribute 7 games to three children so that the youngest…

Answered: 2)-102 (b) 210 c) 201 The number of…

A First Course in Probability (10th Edition)

10th Edition

ISBN:9780134753119

Author:Sheldon Ross

Publisher:Sheldon Ross

Chapter1: Combinatorial Analysis

Section: Chapter Questions

Problem 1.1P: a. How many different 7-place license plates are possible if the first 2 places are for letters and...

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Similar questions

A hospital working group of 8, consisting of 3 doctors, 2 nurses and 3 lawyers is to be put together. 6 doctors are available to serve on the working group, 4 nurses and 4 lawyers are available. How many different possibilities are there for the membership of the working group?
This morning you collected 42 eggs from the hens in your chicken coop. Your 6 favorite neighbors are always glad to get fresh eggs from your chickens. How many different ways can you distribute the 42 eggs to your 6 favorite neighbors so that every neighbor gets at least 1 egg, but no neighbor gets more than 12 eggs? Your Answer:
A bag of skittles is supposed to have equal numbers of colors in the bagThere are skittles in my bag and there are 6 different (marry of each color there be then?)I count and there are only red is the -square tost for color
Nine IU South Bend students are going on a trip to Indianapolis for a Clots game. Go Colts! (a) They will seat in a row. In how many ways can they seat if Josh, Mark and Mary will sit together? (b) They will travel with three cars that hold 2, 4, and 5 people, respectively. All of them can drive. Find the number of possible ways to allocate 9 people to 3 cars that each car has at least one person (each car has to have a driver) (i) if the allocations are to the cars only (disregard the seats in the car). (ii) if the allocations are to the seats.
How many ways can you arrange 8 identical towers on a chessboard so that no two are standing attacked, and none of the towers stood on the main diagonal?
How many ways can we select 5 cupcakes from 4 flavors(chocolate, vanilla, strawberry, and carrot) and get at least 1 chocolate-flavored cupcake?
Give 3 examples of Permutation with Combination problem with solution.
A legislative committee consists of 4 Democrats and 9 Republicans. A delegation of 4 is to be selected to visit a small island republic. Complete parts (a) through (d) below. (a) How many different delegations are possible? The 4 delegates can be selected different ways. (b) How many delegations would have all Democrats? The 4 delegates can be selected different ways if all 4 are Democrats (c) How many delegations would have 3 Democrats and 1 Republican? The 4 delegates can be selected different ways if 3 are Democrats and 1 is a Republican (d) How many delegations would include at least 1 Republican? The 4 delegates can be selected different ways if at least 1 is a Republican,
If the chair of a math department has to appoint a committee of 4 professors from among the 10 professors in the department, how many different possibilities are there for the composition of the committee?
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2)-102 (b) 210 c) 201 The number of ways to distribute 7 games to three children so that the youngest child gets three games and every other child gets two games in