If 2#5 =22, 6#5=50, 7#2=44. Than 11#2=?. Created by playrobo3.

If 2#5 =22, 6#5=50, 7#2=44. Than 11#2=?

shivamchaudhary98707 To determine the pattern in the given expressions, let's break down the information provided:

1. 2#5 = 22
2. 6#5 = 50
3. 7#2 = 44

Now, let's try to find the pattern:

In the expressions, it appears that '#' represents some operation between the two numbers. Let's examine the first two examples:

1. 2#5 = 22
This suggests that 2 * 5 = 10, and then something is added to make it 22. So, the operation seems to be addition after multiplication.

2. 6#5 = 50
Following the same pattern, 6 * 5 = 30, and something is added to make it 50.

Now, let's apply this pattern to the last example:

3. 7#2 = ?
7 * 2 = 14, and if we add something to it, we should get the answer.

From the pattern observed in the first two examples, it seems that we are adding the product of the two numbers to the result. So, for 7#2:

7 * 2 + (7 * 2) = 14 + 14 = 28

Therefore, 11#2 would be:

11 * 2 + (11 * 2) = 22 + 22 = 44

So, 11#2 = 44 based on the pattern observed in the given expressions.

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