It is a terminating decimal.
recurring decimal
add a zero to the end (only if it'safter the decimal) and continue dividing
Instead of leaving it as a remainder add an extra zero and carry over the remainder to the zero and do this until you have no more numbers to carry over. For example: 18 / 4 = 4 remainder 2 Put a point zero after the 18.0, then write a little 2 before the 0 4)18.20 20 divided by 4 = 5 so your answer is 4.5
In decimal notation, expressing a remainder of 5 after dividing by 5 would be represented as 5.0. This is because when dividing 5 by 5, the quotient is 1 with a remainder of 0. However, if we want to express the remainder as 5 in decimal form, we simply append a decimal point followed by a zero to indicate the remainder.
By a mixed number if you mean say 1 1/4 . So to convert 1 1/4 to a decimal, the coefficient '1' remains as '1'. We then take '1/4' This means one divided by '4'. You will say cannot be done, but oh!!! yes it can . Set up your division bracket. 4)1.0000 Note the decimal point and the 'string of zeroes'. We say 4 divided into '1' won't go. So zero in the answer , then carry the decimal point into the answer. With a remainder of '1' 4)10.000 = 0. The remainder of '1' is carried onto the first decimal zero so its reads '10'. We say 4 divided into '10' will go, answer is '2' (8) and a remainder of '2' So zero in the answer , then carry the decimal point into the answer. With a remainder of '2 So 4)100.0 = 0.2...' The remainder '2' is carried on to the second decimal , so it reads '20' We say 4 divided into '20' will go, answer is '5' (20) and NO remainder. Since there is no remainder the division is complete. Hence 4)100.0 = 0.25 Add the 0.25 to the coefficient '1' so we have 1.25 = 1 1/4
it is a terminating decimal because it doesnt go on infinitely, it stops at the zero( it terminates)
a repeating decimal
terminating decimal is when the quotient has the remainder of zero.
a terminating decimal. got this from chacha.
To convert a remainder into a fraction, you can simply place the remainder over the divisor. For example, if you have a remainder of 2 when dividing 7 by 3, you can express it as 2/3. To convert the remainder into a decimal, divide the remainder by the divisor. In the same example, dividing 2 by 3 would give you 0.666... or 0.67 when rounded to two decimal places.
a recurring decimal
recurring decimal
hi the answer is hithe next answer is hi people of the world
A repeating decimal fraction.
You do a long division, adding decimal digits until you get a remainder of zero (terminating decimal) or a repeating pattern of decimal digits.
recurring
a terminating or recurring decimal fraction.