Question

9+2=18117,
5+4=2091,
8+6=?

Answer 1

Given:  $9+2=18117\\5+4=2091$

To Find: $8+6=?$

Explanation:

$9+2=18117\\5+4=2091\\8+6=?$

1st- $9+2=18117$

→ First multiply two digit number $9\ and\ 2$,

  $9\times 2=18$

→ Then add,

  $9+2=11$

→ Then sub-struct,

  $9-2=7$

2nd-$5+4=2091$

→ First multiply two digit number $5\ and\ 4$,

  $5\times 4=20$

→Then add,

  $5+4=9$

→ Then sub-struct,

  $5-4=1$

By the Similar process,

→ First multiply two digit number $8\ and\ 6$,

  $8\times 6=48$

→Then add,

  $8+6=14$

→ Then sub-struct,

  $8-6=2$

∴ $8+6=48142$

So, The Answer is $48142$

Answer 2

8 + 6 = 48142

Explanation:

The number formed as per the sequence given below:

Numbers = |Multiplication of the numbers||Addition of the numbers||Subtraction of the numbers|

18117 = |9 × 2||9 + 2||9 - 2|

⇒ 18117 = |18||11||7|

Now,

2091 = |5 × 4||5 + 4||5 - 4|

⇒ 2091 = |20||9||1|

Similarly, the number given is:

? = |8 × 6||8 + 6||8 - 6|

⇒ ? = |48||14||2|

∴ ? = 48142