State whether the following statement is true or false:
1. To multiply a number by \(101\), we simply write down the last \(2\) digit(s) of the number unchanged.
2. In the method of fast multiplication, we initiate the addition of the in between numbers from left to right and fill in the sums in between.
3. If the sum of the in between digits are greater than \(9\), we omit the tens digit and write only the ones digit.
4. To multiply a number by \(101\), the rule ends by writing the first \(3\) digit(s) of the number along with any carry overs.
2. In the method of fast multiplication, we initiate the addition of the in between numbers from left to right and fill in the sums in between.
3. If the sum of the in between digits are greater than \(9\), we omit the tens digit and write only the ones digit.
4. To multiply a number by \(101\), the rule ends by writing the first \(3\) digit(s) of the number along with any carry overs.