tell how you could use a number line to determine which of two numbers is greater
you can use a
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.
to the right is greater and to the left is smaller.
gib numbers to the left, little numbers ti the right
Whichever number is farther to the right is greater.
the number on the right is the greater of two numbers
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.
Numbers become greater proceeding to the right.
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.)
No. On the number line, the negative numbers move left of zero while the positive numbers move right of 0. The farther right a number is on the number line, the greater in value it is.
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.
The way they are usually presented, numbers further to the right are greater than numbers further to the left.
"Greater than" is the same as "Bigger than". In math, it really refers to where a number is located on the Number Line. If you have two numbers that are NOT equal and you see where they are on the number line, then the BIGGER of the two numbers, the one to the RIGHT, is greater than the other. 10 is greater than 2, for example. 10 is greater than 0, and 10 is also greater than -114.
Yes. Write the number line horizontally with the negative numbers to the left, zero in the middle and positive numbers to the right, then the further right a number is, the greater it is; so with two numbers the number further right on the line is the greater of the two: Positive five is to the right of negative five, therefore it is greater than negative five, ie +5 > -5
A number is greater than another number if it is more positive than the second number. 21.1 is more positive than 20. If you want to think of it in terms of the number line: If you write the number line horizontally with negative numbers to the left, zero in the middle and positive numbers to the right a number is greater than another if it is to the right (on the number line) than the second. 21.1 is to the right of 20, so 21.1 is greater than 20.
Try to visualize the numbers on a number line. If one number is more to the right than another one (with the number line in standard position), it is greater. Specifically, any positive number is greater than any negative number.
number line. Writing numbers on a number line makes it easy to see which numbers are greater or less. Negative numbers (−) Positive numbers (+) (The line goes right and left forever.) The number on the left is less than the number on the right. Examples: 5 less than 8; 5 less than 8; 5 is less than 8; 5 is less than 8; 5
Draw the line (horizontally with positive numbers towards the right and negative numbers towards the left)) and mark the two numbers. The number which is further to the right along the line is greater than the other; alternatively, this can be expressed as: The number which is further to the left along the line is less than the other. If both numbers are the same point (mark) on the line, then they are equal.
Placed on a number line, 96 is far to the right of 12. Numbers traveling in that direction increase. They become greater.
The number which is more to the right is greater (when the line is in its normal position).