Hii frnds this is ayyappa..I am troubled for the below problem I.e.5 - 4 = 23 8 - 1 = 63. 6 -16 = 32 9 - 9 = 78 3 - 9 = 6 3 - 81 = ?
.how the above logic is implemented.plese explaine the implementation of a logic...
The given problem consists of a series of equations where the format is "A - B = C". We need to find the solution for the last equation, "3 - 81 = ?". To understand the logic behind this pattern, let's analyze the given equations step by step:
1. 5 - 4 = 23
If we observe closely, we can see that the result (C) is calculated by concatenating the difference (A - B) and the value of B. In this case, 5 - 4 = 1, and concatenating 1 and 4 gives us 14, which is equal to 23 when reversed.
2. 8 - 1 = 63
Similarly, for this equation, 8 - 1 = 7, and concatenating 7 and 1 gives us 71, which is equal to 63 when reversed.
3. 6 - 16 = 32
In this equation, we can see that the difference (A - B) is negative, but the same logic applies. Here, 6 - 16 = -10, and concatenating -10 and 16 gives us -1016, which is equal to 32 when reversed.
4. 9 - 9 = 78
The difference in this case is 0, 9 - 9 = 0, and concatenating 0 and 9 gives us 09, which is equal to 78 when reversed.
5. 3 - 9 = 6
Again, the difference is negative, but following the pattern, we get 3 - 9 = -6, and concatenating -6 and 9 gives us -69, which is equal to 6 when reversed.
Now, let's apply the same logic to the last equation:
6. 3 - 81 = ?
The difference is 3 - 81 = -78, and concatenating -78 and 81 gives us -7881.
So, the solution to the last equation, 3 - 81 = ?, using the given pattern is -7881.
The given problem seems to follow a specific pattern or logic.
Let's break down the pattern of the problem:
Pattern 1:
5 - 4 = 23
8 - 1 = 63
In pattern 1, the result is obtained by multiplying the first number by the second number and appending the result to the first number.
Pattern 2:
6 - 16 = 32
9 - 9 = 78
In pattern 2, the result is obtained by concatenating the second number to the first number and then multiplying it by the sum of the first and second number.
Now, let's apply the above patterns to solve the problem:
3 - 81 = ?
Step 1:
Concatenate the second number (81) to the first number (3), we get 381.
Step 2:
Find the sum of the first and second number: 3 + 81 = 84.
Step 3:
Multiply the result obtained from step 1 (381) by the result obtained from step 2 (84).
381 * 84 = 32004.
Therefore, as per the given pattern, 3 - 81 = 32004.