Find the number of ways in which 21 balls can be distributed among 3 persons such that each person does not receive less than 5 football
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Answered by
0
There are seven ways in which balls can be distributed
5+5+11=21
5+6+10=21
5+7+9=21
5+8+8=21
6+6+9=21
6+7+8=21
7+7+7=21
hope it helps
please, mark brainliest
5+5+11=21
5+6+10=21
5+7+9=21
5+8+8=21
6+6+9=21
6+7+8=21
7+7+7=21
hope it helps
please, mark brainliest
Answered by
0
Answer:
28
Step-by-step explanation:
let x,y,z be the number of balls received by the three persons,
then,
x≥5, y≥5, z≥5 and x+y+z=21
let, u≥0,v≥0,w≥0
x+y+z=21
u+5+v+5+w+5=21
u+v+w=6
we know that,
No of ways = n+r-1Cr-1
=6+3-1C3-1
=8C2
=28
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