370.0 has four significant figures, because the last zero indicates the precision of the number (to 1 decimal place).
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.
It has 1 significant figure.
4252 to 1 significant figure is 4000.
9753261 to 1 significant figure is 10,000,000
40000
849 to 1 significant figure is 800. This is because the first non-zero digit is 8, so the significant figure is the hundreds place.
3. Any number that is not a 0 is a significant number. Rules for Significant Figures: 1. Non-zero numbers are always significant. (example: 1-9) 2. Zeroes between non-zeroes are always significant. (ex: the zero in 908 is significant) 3. All final zeroes to the far right of the decimal place are significant. (ex: the zeroes in 34.0 and 7.0 is significant) 4. Zeroes that act as place holders are not significant. (ex: the zeroes in 600 are not significant) 5. Zeroes before a decimal act as place holders and are not significant. (ex. the zero in 0.12 is not significant)
1. The rest are just place holders.
370.0 has four significant figures, because the last zero indicates the precision of the number (to 1 decimal place).
no it contains 4 significant figures. and 1 decimal place. a significant number is every number written down including zero if after an integer
The two numbers mentioned in the question have four significant figures (often called significant digits). If you wish to check your knowledge of sig-digs, check out the following link: http://science.widener.edu/svb/tutorial/sigfigures.html
When rounding 7463 to 2 significant figures, we look at the digit in the hundred's place, which is 4. Since the digit immediately to the right of the hundred's place is 6, which is 5 or greater, we round up the hundred's place digit by 1. Therefore, 7463 rounded to 2 significant figures is 7500.
Seven: starting with the 1 and ending with the 0 in the thousandths place..
1
One of the most significant battles of the Civil War took place in Gettysburg July 1-3, 1863. It was a significant loss for Southern troops, and the beginning of the North's bid to win the war.
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.