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Q: How can you use a number line to determine which 2 numbers is greater?

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Numbers to the right of zero on a number line are positive numbers; to the left are the negative numbers.

well every integer fraction whole number natural number are rational number's surely rational numbers are represented on a number line and as rational numbers are the real numbers

There is an infinite amount of numbers between 0 and 1 on the number line.

there r millons and millons and millons of numbers so there is no exted number of numbers

If you have drawn a number line counting in whole numbers, the integers are those whole number points. Any decimal numbers in between are not integers.

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The numbers to the right are always greater.

tell how you could use a number line to determine which of two numbers is greater

you can use a

Whichever number is farther to the right is greater.

On a number line, the numbers start with zero and get larger as they move to the right, They are negative and get smaller as they move to the left from the zero. To find which number is greater, you can find the places of two numbers on the line and the one on the right is greater.

the number on the right is the greater of two numbers

Numbers become greater proceeding to the right.

If the number line has negative numbers to the left of zero and positive numbers to the right then the further you go to the right, the greater the numbers become.

A number line is usually drawn in such a way that as you count,you move to the right along the number line.On a line drawn like that, greater numbers are farther to the right.(When you count, greater numbers come later.)

The way they are usually presented, numbers further to the right are greater than numbers further to the left.

Real numbers are compared by distance from zero That means converting numbers to decimals to determine which number is greater and putting these decimals in order from least to greatest or ordering the corresponding real numbers. I posted a link as an example.

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