# 7 hundred 5 thousandths of an inch how to write as a decimal calculator

Example We use the number 53 that we want to round to the hundred. So actually we're going to get a number larger than 1. Bring down a 0. If you actually saw this on exam they'd probably tell you to stop at some point. Let's do a couple of, maybe a little bit harder, but they all follow the same pattern.

## Write 2 ones and 5 hundredths as a decimal.

Sure they are. We must therefore take the 3rd digit of 53 which is 6. How to Convert a Repeating Decimal to a Fraction Repeating decimal numbers require a slightly different process to convert to a fraction. Let's see. If the decimal was let's say, if it was 0. Start by creating an equation to assign the expression 1. So we see 17 divided by 9 is equal to 1. Decimal Notation Decimal numbers are numbers whose place values are based on 10s. We should get 0. Let me pick some weird numbers. So maybe we should write it that way. According to the figure that is following in our case the ten, or 53 we must validate if the latter is less than 5 0,1,3 or 4 or is equal to or greater than 5 5,6,7,8 or 9. Step One: Create the Starting Fraction The first step in transforming a decimal into a fraction is to create a starting fraction by making the decimal the numerator and putting that over 1 as the denominator. Now, this isn't the only way to say this. Actually, this is, I think, you'll find a much easier thing to do.

But I'm not going to do that right now. Step One: Create an Equation The first step in transforming a repeating decimal is to create an algebraic equation to represent the decimal. We should get 0. Or, in measuring the length of a room, you may find that the length is between two whole numbers, such as

### How to read decimals in ten thousandths

To read or write numbers written in decimal notation, you need to know the place value of each digit, that is, the value of a digit based on its position within a number. Or we could round in a different place. It will go into it, I think, roughly eight times. So I encourage you to pause it and try to pronounce it, yourself. Now, this isn't the only way to say this. We could have also said, well, 0. We haven't actually changed the value of the number, but we're just getting some precision here.
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