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On a number line which numbers are greater?
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.
Why is the number line of a number is never negative?
A number line can have both positive and negative numbers. You can put the number line in any position, but often it is represented so that numbers to the right of zero are positive, and numbers to the left of zero, negative.
Where is the positive number located on the number line?
The convention is to locate positive numbers to the right of the point identified as zero on a number line.
Is -23 bigger than -28?
Yes. In general, a negative number with a SMALLER absolute value (the value of the number once you remove the sign) is LARGER. If this looks confusing, look at the numbers on a number line. Zero is somewhere on the number line, positive numbers are to the right of zero (1, 2, 3, 4, ...), negative numbers are to the left of zero (-1, -2, -3, -4, ...). If one number is greater than another, then it is further to the right on the number line.
How will describe the sign of integers?
A positive number is one that is greater than zero. A negative number is one that is less than zero. To visualize this, it is convenient to look at the numbers on a number line. A positive number is to the right of zero.
Numbers found to the right of zero on a number line?
Numbers to the right of zero on a number line are positive numbers; to the left are the negative numbers.
On a number line which numbers are greater?
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.
What are positive numbers in math?
Positive numbers are numbers to the right of zero on a number line.
Why is the number line of a number is never negative?
A number line can have both positive and negative numbers. You can put the number line in any position, but often it is represented so that numbers to the right of zero are positive, and numbers to the left of zero, negative.
How would you graph -3.4 on a number line graph?
On a number line, the positive numbers extend to the right of zero, and the negative numbers extend to the left of zero. So -3.4 is 3.4 to the left of zero.
How are positive and negative numbers placed on a number line?
Positive numbers go to the right of zero, negative numbers go to the left of zero.
How you could use a number line to determine which of two numbers 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.
Where is the positive number located on the number line?
The convention is to locate positive numbers to the right of the point identified as zero on a number line.
Is -23 bigger than -28?
Yes. In general, a negative number with a SMALLER absolute value (the value of the number once you remove the sign) is LARGER. If this looks confusing, look at the numbers on a number line. Zero is somewhere on the number line, positive numbers are to the right of zero (1, 2, 3, 4, ...), negative numbers are to the left of zero (-1, -2, -3, -4, ...). If one number is greater than another, then it is further to the right on the number line.
Is -4 a imaginary number?
No, both positive and negative numbers are part of the so-called "real" numbers. The so-called "imaginary" numbers are outside the number line.Imagine the real numbers as a line from left to right, and the imaginary numbers a a separate line, from top to bottom. The place where they meet is zero. Positive is to the right of zero, negative to the left, imaginary numbers like +i or +3i to the top of zero, and negative imaginary numbes like -5i to the bottom of zero.
How will describe the sign of integers?
A positive number is one that is greater than zero. A negative number is one that is less than zero. To visualize this, it is convenient to look at the numbers on a number line. A positive number is to the right of zero.
Why number zero is invented?
to separate the negative numbers and the positive numbers on a number line
