dont lose track of what decimal place(dp) u rounding off to
underline the place eg. round off 1.3333333333 to 5p
^
underline that 1
then now take note of the number behind it if its 5 or higher then add 1 to the underlined digit and dont write back the numbers behind the underlined digit in the answer; drop it. if it lower than 5 then just make then digit stay the same and drop the numbers behing it
so the ans to my eg would be 1.33334
2/8 can be reduced to 1/4, which you should know to be .25 in decimal form. Because the decimal "terminates" after the hundredths place, it is a terminating decimal. An example of a repeating decimal would be 1/3. This would come out to be .333333... (etc.) Most calculators will display something like 2/3 as .6666667 placing the 7 on their last available digit displayer as a means of rounding the repeating decimal.
A repeating decimal is just a decimal that repeats. An example would be 6.575757... Repeating decimals are infinite.
0.626262 as a repeating decimal would be expressed as: 0.626262626262626262626262.....
No, because repeating decimals never stop repeating, so it would be impossible to have a different number that does not repeat.
A repeating decimal is represented by a horizontal line over the repeating part.So for example .3255555555..... would be __.3255and .33333333..... would be __.33
Most decimals comprise an infinite number of digits: some are repeating and other non-terminating. If you did not round them, most people would still be writing out their first decimal number - and they would still be at it when they died!
Rounding to two decimal places - it would be 5.50
You would have to round the repeating decimal to the nearest fraction, which is 63/100. It would be 1 63/100. It is in simplest form.
a decimal that never ends and keeps going on and on in that same order. Example: if 6 was a repeating decimal it would read: .666666666666666666 etc Example #2: if 52 was a repeating decimal it would read: 5252525252525252 etc
Repeating decimal and decimal are both numerical representations. The question depends on which numbers.
If you were rounding to one decimal place, then yes you would.
If you are rounding to the nearest tenth (the first decimal position), it is 6050.3, since the 8 in the hundredths position would cause the 2 to round up to 3. If you are rounding to the nearest tens (not a decimal, but the second position to the left of the decimal point), it is 6050. If you are rounding to the nearest 10 decimal places, it is 6050.2870000000.