A teacher bought 20 apples. She wants to distribute the apples to 5 children. However, she decides to keep 7 apples for herself. (a) How many different ways can she distribute the remaining apples to the 5 children? (b) How many different ways can she distribute the remaining apples to the 5 children if each child receives at least 2 apples?

College Algebra
1st Edition
ISBN:9781938168383
Author:Jay Abramson
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Chapter9: Sequences, Probability And Counting Theory
Section9.5: Counting Principles
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I need A and B please 

A teacher bought 20 apples. She wants to distribute the apples to 5 children. However, she
decides to keep 7 apples for herself.
(a) How many different ways can she distribute the remaining apples to the 5 children?
(b) How many different ways can she distribute the remaining apples to the 5 children if each
child receives at least 2 apples?
(c) How many different ways can she distribute the remaining apples to the 5 children if each
child receives at most 3 apples?
Transcribed Image Text:A teacher bought 20 apples. She wants to distribute the apples to 5 children. However, she decides to keep 7 apples for herself. (a) How many different ways can she distribute the remaining apples to the 5 children? (b) How many different ways can she distribute the remaining apples to the 5 children if each child receives at least 2 apples? (c) How many different ways can she distribute the remaining apples to the 5 children if each child receives at most 3 apples?
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