IFABCD = (ABC) x (BD), where A, B, C and D are digit not necessarily distinct, then the value of C is:
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Answer:
let, a=2n
1
+1,b=2n
2
+1,c=2n
3
+1,d=2n
4
+1 where n
i
∈N
⟹2n
1
+1+2n
2
+1+2n
3
+1+2n
4
+1=20
⟹2n
1
+2n
2
+2n
3
+2n
4
=16
⟹n
1
+n
2
+n
3
+n
4
=8
Number of solutions or ordered pairs for this equation are given by
n+r−1
C
r−1
=
8+4−1
C
4−1
=
11
C
3
=165
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