if a,b,care natural numbers then find values of a,b,and c so that a+b+c-abc=0
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Answered by
0
Answer:
Correct option is
C
13
We know that
b=
2
a+c
since they are in A.P
Hence 2b=a+c
2(a+b+c)=42
2a+2c+2b=42
2a+2c+a+c=42
3(a+c)=42
a+c=14
Therefore b=7
Now a,b,cϵN, we get
a=1,c=13,
a=2,c=12
:
:
:
a=13,c=1
Hence we will have 13 ordered pairs of (a,b,c) as a=(1,2,...13)
c=(13,12,11...1) and b=7
Answered by
0
a b c are 1 2 3 respectively
1 + 2 + 3 - ( 1 * 2 * 3) = 0
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