Question

- if 23 # 43 @ 33 = 45 and 33 # 53 @ 43 = 88, then 43 # 23 @ 13 = ? Dolution

Answer 1

Answer:

Step-by-step explanation:

Add the first two no with their digit itself like 23 =5 and 53=8 then add that sum to real two digit no normally answer will be 25

Answer 2

Answer: 71

Step-by-step explanation:

Given:- $2^{3}$ # $4^{3}$ @ $3^{3}$ = 45 and  $3^{3}$ # $5^{3}$ @  $4^{3}$  = 88

To find:-  $4^{3}$ #  $2^{3}$ @ $1^{3}$  = ?

Solution:-

We can see here clearly,

  $2^{3}$ + $4^{3}$ - $3^{3}$ = 45

  $3^{3}$ + $5^{3}$ - $4^{3}$  = 88

So,  $4^{3}$ +  $2^{3}$ - $1^{3}$  

   ⇒ 64 + 8 -1

   ⇒ 71

• Hence, the required answer is 71.

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