Since the decimal place occurs between the leading nonzero coefficient and the adjacent digit 7, there is no need to move a decimal place either left or right. Therefore, we have 2.7 x 100 in scientific notation.
1.48, in scientific notation is 1.48 but, if you really need to show that you have written it in scientific notation, you could write it as 1.48*100
There is nothing to change. There is no reason to write 1.00054 in scientific notation. Technically, it could be written as 1.00054 × 100, but this is not normally done.
There's nothing to change here. There is no advantage or reason to write 7.2 in scientific notation. Technically, however, it could be written as 7.2 × 100, but this is not normally done.
As far as I am aware, standard notation is just the common form of the number, as opposed to "scientific notation" which saves a hell of a lot of zeros being written all over the place. Eg....you 0.7 million in standard notation is simply 700,000. But in scientific notation could be written as 7x105.
There's nothing to change. There is no advantage or reason to write 1.60 in scientific notation. It could be written as 1.60 × 100, but this is not normally done.
1.48, in scientific notation is 1.48 but, if you really need to show that you have written it in scientific notation, you could write it as 1.48*100
There is nothing to change. There is no advantage or reason to write 2.33 in scientific notation. It could be written as 2.33 × 100, but this is not normally done.
There is nothing to change. There is no reason to write 1.00054 in scientific notation. Technically, it could be written as 1.00054 × 100, but this is not normally done.
The scientific notation could be either 5.28x103 or 52.8x102.
There's nothing to change here. There is no advantage or reason to write 7.2 in scientific notation. Technically, however, it could be written as 7.2 × 100, but this is not normally done.
As far as I am aware, standard notation is just the common form of the number, as opposed to "scientific notation" which saves a hell of a lot of zeros being written all over the place. Eg....you 0.7 million in standard notation is simply 700,000. But in scientific notation could be written as 7x105.
There's nothing to change here. There is no advantage or reason to write 8.2576 in scientific notation. Technically, however, it could be written as 8.2576 × 100, but this is not normally done.
There's nothing to change. There is no advantage or reason to write 1.60 in scientific notation. It could be written as 1.60 × 100, but this is not normally done.
There's nothing to change here. There is no advantage or reason to write -4.3 in scientific notation. Technically, however, it could be written as -4.3 × 100, but this is not normally done.
0.000000106 in Scientific Notation = 1.06 x 10-7
It is simply 3.4 but, if you really must, you could write it as 3.4*10^0.
It is: 5.7*10^11 in scientific notation Note: the actual precision of the number is ambiguous. Depending on how many zeros in the original number are significant digits, the scientific notation could range anywhere from 5.7 x 10^11 to 5.70000000000 x 10^11