12,104 x 0.0000000072= 0.00009 My Answer Is Rounded to thousandth Am I RIGHT?
For the significant digits, you want to do the smallest amount of whichever of your calculations have the least significant digits. Since you only have 2 different values, and of the two, then 0.0000000072 has less significant digits, with 2, your final answer should have 2 significant digits as well.
You Jus Confused Me More.
Which of the two numbers have less significant figures?
what does significant figures mean?
That means when you do a calculation, it is the amount of digits that you round to. Of your two values, which has more digits that are useful to the calculation itself?
So My Rounding Is Off.
Well for your answer, yes. You would want to round to two numbers, instead of just one. That is because of your two values, the 0.00000000072 has only 2 useful digits, while the 12104 has 5, therefore, you would want to round to 2 digits.
I would not complicate the problem with significant figures as it deals more w/ accuracy of measurement rather than simply rounding. The "thousandth" place is third place after the decimal. To represent a number this small you would have to use a scientific notation.
8.71488 is what I got
so the answer would be 8.715
You're missing a very important part: \[8.715 x 10^{-5}\]
|dw:1348630904468:dw| 8.71488 x 10^-5 is your answer?
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