You compare the integer parts first.
If the two decimal numbers have x and y digits after the decimal points, then the product has (x + y) digits after the decimal point.
Perfect squares cannot have digits after the decimal point.
Neither. The number of digits after the decimal point is a measure of the accuracy, not magnitude.
You can compare two fractions by converting them to a common denominator - but if you need to compare several fractions, it would be easier to write each fraction as a decimal, with several digits after the decimal point, then compare the decimals. Oh Yeah And When I Have A Question No One Effen Answeres It!
Since the integer parts are the same, compare the decimals one at a time until you find corresponding decimals that are different. That is, compare the first digit after the decimal point; if those are equal, compare the second digit after the decimal point, etc.
If the two decimal numbers have x and y digits after the decimal points, then the product has (x + y) digits after the decimal point.
If two decimal numbers have x and y digits after the decimal point respectively, then their product has (x + y) digits after the decimal point.
Perfect squares cannot have digits after the decimal point.
Neither. The number of digits after the decimal point is a measure of the accuracy, not magnitude.
You can compare two fractions by converting them to a common denominator - but if you need to compare several fractions, it would be easier to write each fraction as a decimal, with several digits after the decimal point, then compare the decimals. Oh Yeah And When I Have A Question No One Effen Answeres It!
Since the integer parts are the same, compare the decimals one at a time until you find corresponding decimals that are different. That is, compare the first digit after the decimal point; if those are equal, compare the second digit after the decimal point, etc.
Basically a number without decimals (digits after a decimal point). this can be either positive or negative.
Consider the numbers A and B where A has m digits after the decimal point and B has n digits.Then find the multiple A'*B' where A' is A without its decimal point, and B' is B without its decimal point.In that answer insert the decimal point so that there are (m+n) digits after the decimal point.
If the two multiplicands have X and Y digits after the decimal place then their product (before removing any trailing 0s) has (X+Y) digits after the decimal point.
To compare two decimals, start by comparing the digits with the highest place-value. In this case, the first digit after the decimal point. Whichever is greater, belongs to the greater number. If these digits are equal (for example, when you compare 0.15 and 0.173), compare the second digit - and continue until you find a difference.
If two numbers, P and Q, have x and y digits after the decimal point respectively, then P*Q has (x+y) digits after the decimal point.
That means that there are 3 digits after the decimal point (or comma - some countries use a comma to separate decimals).