1.0 x 10^4
862,400 in scientific notation rounded to three significant digits is 8.63 x 10^5
Round a number to a quantity of significant figures that you provide. Enter whole numbers, real numbers, scientific notation or e notation.
First multiply both the numbers. 877 * 0.345 = 302.565 As both the taken numbers have 3 significant digits, so we will round off our answer. Rounding off to 3 significant figures we get 303. Now expressing it in scientific notation: 3.03 * 10^2 * means multiply , ^ means raised to the power
The value in scientific notation is 8.624 x 10³. Shift 3 decimal places to the left to obtain that value. Rounding that value to 3 sig fig implies that we need to round that value to the nearest hundredths. Hence, we get: 8.62 x 103
To three significant figure, 483.54 becomes 484. The rule when rounding off numbers is "If the first figure to be discarded is 5 or more then the previous figure is increased by 1". Expressed in Scientific Notation, 484 becomes 4.84 x 102.
862,400 in scientific notation rounded to three significant digits is 8.63 x 10^5
Round a number to a quantity of significant figures that you provide. Enter whole numbers, real numbers, scientific notation or e notation.
0.26 * 0.37 = 0.0962 Rounding off due to significant figures gives 0.096 In scientific notation 96 * 10-3
First multiply both the numbers. 877 * 0.345 = 302.565 As both the taken numbers have 3 significant digits, so we will round off our answer. Rounding off to 3 significant figures we get 303. Now expressing it in scientific notation: 3.03 * 10^2 * means multiply , ^ means raised to the power
The value in scientific notation is 8.624 x 10³. Shift 3 decimal places to the left to obtain that value. Rounding that value to 3 sig fig implies that we need to round that value to the nearest hundredths. Hence, we get: 8.62 x 103
To three significant figure, 483.54 becomes 484. The rule when rounding off numbers is "If the first figure to be discarded is 5 or more then the previous figure is increased by 1". Expressed in Scientific Notation, 484 becomes 4.84 x 102.
If you are rounding a 4 digit number to 3 significant figures, then you're rounding to the nearest ten. The 4th digit is 7, so since this digit is >= 5, you should round up the 3rd digit. 1467 becomes 1470. In scientific notation you would express this as 1.47 x 103 to make it clear that there are only 3 significant figures.
The current estimated population of India is 1,170,938,000. In scientific notation, this is expressed at 1.170938 * 10^8, or, rounding to the nearest ten thousandth, 1.17 * 10^8
Scientific notation may reduce errors by removing the need to count leading 0s in a number smaller than 1 or trailing 0s in numbers larger than 9.However, one common use of scientific numbers is to reduce the number of significant digits. While that simplifies calculations and gives the answer to an appropriate degree of accuracy, it can introduce rounding errors and truncation errors.Scientific notation may reduce errors by removing the need to count leading 0s in a number smaller than 1 or trailing 0s in numbers larger than 9.However, one common use of scientific numbers is to reduce the number of significant digits. While that simplifies calculations and gives the answer to an appropriate degree of accuracy, it can introduce rounding errors and truncation errors.Scientific notation may reduce errors by removing the need to count leading 0s in a number smaller than 1 or trailing 0s in numbers larger than 9.However, one common use of scientific numbers is to reduce the number of significant digits. While that simplifies calculations and gives the answer to an appropriate degree of accuracy, it can introduce rounding errors and truncation errors.Scientific notation may reduce errors by removing the need to count leading 0s in a number smaller than 1 or trailing 0s in numbers larger than 9.However, one common use of scientific numbers is to reduce the number of significant digits. While that simplifies calculations and gives the answer to an appropriate degree of accuracy, it can introduce rounding errors and truncation errors.
Standard notation is just a term that means what everyone does all the time. For example... Scientific notation: 3.0x-10^3 (also 3.0e-3) Standard notation: 0.003 Rounding is likewise no different than what you would do with any presentation... round to the appropriate digit. For example, if we rounded to the third digit.... Scientific: 3.7x-10^3 => 4.0x-10^3 Standard notation: 0.0037 => 0.004
when rounding you want to choose an answer with the lowest significant figures to have a better answer choice
That depends how many significant figures you are rounding to.