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The uncertainty in a number is equal to one half of the place value of the last significant figure.
So, for example, with 2.36, the last sig fig is the 6 in the hundredths place. So the uncertainty is half of 1/100 or 5 thousandths.
The uncertainty in a number is equal to one half of the place value of the last significant figure.
So, for example, with 2.36, the last sig fig is the 6 in the hundredths place. So the uncertainty is half of 1/100 or 5 thousandths.
The uncertainty in a number is equal to one half of the place value of the last significant figure.
So, for example, with 2.36, the last sig fig is the 6 in the hundredths place. So the uncertainty is half of 1/100 or 5 thousandths.
The uncertainty in a number is equal to one half of the place value of the last significant figure.
So, for example, with 2.36, the last sig fig is the 6 in the hundredths place. So the uncertainty is half of 1/100 or 5 thousandths.
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How many significant numbers in 0.00650?
Ah, isn't that a lovely little number, friend? In 0.00650, we have four significant figures: 6, 5, 0, and the trailing zero after the 5. Each of these figures plays a special role in creating the beauty of this number. Just remember, every figure is important and adds to the uniqueness of the whole.
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