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How do you round 0.009999991 to one sig fig?
How do you round 0.009999991 to one sig fig?
How many sig figs are in the number 2?
There is 1 sig fig in the number 2.
How many sig figs are in the number 1?
There is one sig fig in the number 1.
How many sig figs are in the number 4000?
There is one sig fig in the number 4000.
How may sig figs does the product of 2x1.0079 have?
2x1.0079 =2.0158 has 1 sig fig because u have to use the smallest sig fig that was in the whole calculation which was 2, therefore the 2 in 2.0158 is the only sig fig
How do you round 0.009999991 to one sig fig?
How do you round 0.009999991 to one sig fig?
How do you round 350 to one significant figure?
To round 350 to one sig fig, you will round to the hundreds place. 350 rounds up to 400 which is one sig fig.
How would you get precision to 3 significant figures if there is a 3333333333.33 and the least number was 750?
When you've finished operating on your numbers to round to 3 sig fig you want to round to the first three digits starting with the first non-zero digit by using the fourth digit (as normal) and then replace all further digits to the right by zeros and removing any digits so changed to zero after a decimal point. Examples: 12345 to 3 sig fig is 12300 since the 4 does not round up the 3. 124578 to 3 sig fig is 125000 since the 5 rounds up the 4. 0.1234 to 3 sig fig is 0.123 since the 4 does not round up the 3 and the trailing zeros (created) are removed. 0.001234 to 3 sig fig is 0.00123 12984 to 3 sig fig is 13000 since the 8 rounds the 9 up. 0.012984 to 3 sig fig is 0.0130 since the 8 rounds the 9 up. 3333333333.33 to 3 sig fig is 3330000000
How many sig figs are in the number 2?
There is 1 sig fig in the number 2.
How many sig figs are in the number 1?
There is one sig fig in the number 1.
How many sig figs are in the number 4000?
There is one sig fig in the number 4000.
What is 1.5255698 rounded to if only using two significant figures?
2nd sig fig is 5, next digit (3rd sig fig) is 2 which is less than 5, so round down; ⇒ 1.5255698 = 1.5 to 2 sig fig.
What is the upper bound for 1 significant figure for the number 90000?
When rounding to 1 sig fig it is the same as rounding to the place value column of that digit. In 90000 the 1 sig fig digit occupies the 10,000 place value column. Therefore the rounding will be half that, ie all numbers ± (10,000 ÷ 2) = ± 5,000 will round to that number. Note that as exactly half way rounds up, it is -5,000 ≤ and < 5,000 which will round. Thus the range that will round to 90,000 to 1 sig fig is: 90,000 - 5,000 ≤ number < 90,000 + 5,000 → 85,000 ≤ number < 95,000 Thus the upper bound is 95,000 (ie all numbers greater than 90,000 and less than 95,000 will round to 90,000 to 1 sig fig).
What is 12.7440 rounded to?
It depends to how many significant figures: 1 sig fig => 10 (technically 1 x 101 or 1e1) 2 sig fig => 13 3 sig fig => 12.7 4 sig fig => 12.74 5 sig fig => 12.744
What is 4.449 rounded to two significant figures?
The first two sig fig are 4.4; the third is '4' which is less than 5, so don't round up: 4.449 → 4.4 to 2 sig fig.
The number 0.00243 has how many significant digits?
It has 3 sig. fig.
Use exponential notation to express the number 480 to one sig fig two sig figs three sig figs and four sig figs?
two sig figs
