This happens because the contribution of the smaller number is lost in the trailing decimal digits.
Suppose you had a calculator that could display 10 digits.
Suppose you tried to add 123,456.789 and 0.000 000 12
The true answer is 123,456.789 000 12
but, since you can only display 10 digits, the answer shows as 123,456.7890 which is the larger number.
The exact details will depend on the number of displayed digits.
When the value that you are representing in scientific notation is less than 1, or greater than or equal to 10.
If the exponent is not negative, then a number written in scientific notation is greater than or equal to 1.
n>1
precison.
Scientific notation means the number is represented as being greater or equal to one but less than 10. So for 103: 103 = 10.3 x 10 [still greater than 1 but not less than 10] = 1.03 x 102 [greater than or equal to one? Check. Less than 10? Check] So, 103 in scientific notation is: 1.03 x 102
That depends on the calculator model. Typically, a calculator would switch to scientific notation when the number is less than 0.001, or greater than can be shown on screen in normal notation.
When the value that you are representing in scientific notation is less than 1, or greater than or equal to 10.
If the exponent is not negative, then a number written in scientific notation is greater than or equal to 1.
n>1
I havent got a clue.
precison.
Scientific notation means the number is represented as being greater or equal to one but less than 10. So for 103: 103 = 10.3 x 10 [still greater than 1 but not less than 10] = 1.03 x 102 [greater than or equal to one? Check. Less than 10? Check] So, 103 in scientific notation is: 1.03 x 102
You can apply scientific notation to any number. However, it usually makes sense to do so if the number is greater than at least one million or smaller than a millionth.
It is 9.99*103 times greater. (It is 103 times as great.)
No, the number is not written in scientific notation. In scientific notation, the coefficient should be greater than or equal to 1 and less than 10. Therefore, 0.15 x 10^4 would be written as 1.5 x 10^3 in scientific notation.
It could be 6.0*10^7 as in scientific notation
No. For it to be written in true scientific notation, the matissa must be greater than of equal to 1 (it is) and less than 10 (it isn't). The correct form would be 4.56*104