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.
You need at least two numbers to find a GCF.
The process is essentially the same as locating them on a number line. The only difference here is that there are effectively two numbers and two number lines. The first number tells you how far right (or left) from 0 you need to go along the horizontal number line. The second number tells you how far up (or down) you need to go along the vertical number line.
The two numbers are the same.The two numbers are the same.The two numbers are the same.The two numbers are the same.
Two numbers that are the same distance from zero on the number line but are on opposite sides of zero are opposite numbers, or opposites. The opposite of a number is called its additive inverse. The opposite of 78 is -78.
When you divide or multiply two negative numbers they cancel each other out and you have a positive answer. We are measuring relationships instead of moving on a number line like addition or subtraction.
convert numbers
In math, the term comparing numbers refers to seeing which of two numbers is larger or smaller. To denote whether a number is greater or lesser than another number, you use the mathematical symbols for these terms. You also can compare two numbers using a number line.
This means:Draw a number line with some numbers labelled on it.Place dots on the number line where the rational numbers to be compared lie.State how the numbers compare in size with one another.There are various ways of doing this; here are two:1/2 is less than 5/41/2 < 5/4
the number on the right is the greater of two numbers
this means two numbers that are the same and that can compare
u cant
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.
tell how you could use a number line to determine which of two numbers is greater
The only number that will equal -1 on a number line is -1 .
both number are less than 10, the distance between the two number on the number line is 14
For numbers to be relatively prime, there needs to be two or more numbers to compare their factors.
You can compare them by looking at them (they are the same)subtracting one from the other (answer = 0)dividing one by the other (the quotient is 1).