What are the possible solutions to 33⋅33, if 11⋅11=4 and 22⋅22=16?
🗒️ Answer
Given the provided information that 1111=4 and 2222=16, it appears that a pattern based on the common ratio of 2 is being applied. Using this pattern, let's determine the possible solutions to 33*33:
- Calculate the common ratio: (2222) / (1111) = 16 / 4 = 4.
- Apply the common ratio to find 33*33: 16 * 4 = 64.
Therefore, according to the pattern established, the possible solution to 33*33 is 64. This is derived from the concept that each term is being squared and then multiplied by the common ratio. It's important to note that while this solution follows the pattern, it may not correspond to conventional mathematical rules.
