Descending order.
To order integers from least to greatest on a number line, start by identifying the integers you want to arrange. Place the smallest integer on the far left and progressively position larger integers to the right. Ensure that each integer is placed in its correct relative position according to its value, as the number line increases from left to right. This visual representation helps clearly show the order of the integers.
To find the greatest integer plotted on a number line, you would look for the rightmost point marked on the line, as integers increase in value from left to right. If the number line is finite and has specific integers plotted, the greatest one will be the largest value among those points. If the number line extends infinitely, there is no greatest integer, as integers continue indefinitely.
The integer that represents the origin of a number line is 0. It serves as the central point, with positive integers extending to the right and negative integers extending to the left. The origin is crucial for defining the position and relationship of other numbers on the line.
To compare integers, we look at their values on the number line. An integer ( a ) is less than another integer ( b ) if ( a ) is to the left of ( b ) on the number line, which can be represented as ( a < b ). Conversely, ( a ) is greater than ( b ) if it is to the right, indicated by ( a > b ). If both integers are equal, we denote this as ( a = b ).
On a number line, -6.5 would be located between -6 and -7. It is positioned to the left of -6 and to the right of -7, indicating that it is a negative number that is halfway between these two integers. The number line extends infinitely in both directions, with negative numbers on the left and positive numbers on the right.
To order integers from least to greatest on a number line, start by identifying the integers you want to arrange. Place the smallest integer on the far left and progressively position larger integers to the right. Ensure that each integer is placed in its correct relative position according to its value, as the number line increases from left to right. This visual representation helps clearly show the order of the integers.
If you place the numbers on the number line, they go from the least to the greatest as you go from left to right.
No.If you subtract a positive number, you move to the left.If you subtract a negative number, you move to the right.
To find the greatest integer plotted on a number line, you would look for the rightmost point marked on the line, as integers increase in value from left to right. If the number line is finite and has specific integers plotted, the greatest one will be the largest value among those points. If the number line extends infinitely, there is no greatest integer, as integers continue indefinitely.
The integer that represents the origin of a number line is 0. It serves as the central point, with positive integers extending to the right and negative integers extending to the left. The origin is crucial for defining the position and relationship of other numbers on the line.
To compare integers, we look at their values on the number line. An integer ( a ) is less than another integer ( b ) if ( a ) is to the left of ( b ) on the number line, which can be represented as ( a < b ). Conversely, ( a ) is greater than ( b ) if it is to the right, indicated by ( a > b ). If both integers are equal, we denote this as ( a = b ).
On a number line, -6.5 would be located between -6 and -7. It is positioned to the left of -6 and to the right of -7, indicating that it is a negative number that is halfway between these two integers. The number line extends infinitely in both directions, with negative numbers on the left and positive numbers on the right.
Sample Response: Order by value: On a number line, the integers to the left are less than the integers to the right. Order by magnitude: On a number line, the integers farther from zero have a greater magnitude. Least to greatest value: –10, –3, +1. Least to greatest magnitude: +1, –3, –10.
The Diagram of Integers typically refers to a visual representation of integers on a number line. In this diagram, integers are arranged in a straight line, with positive integers extending to the right of zero and negative integers extending to the left. This helps illustrate the relationships between different integers, such as their order and magnitude. It is a useful tool for understanding basic arithmetic operations and concepts involving integers.
Integers on the number line are the whole numbers.
any number or quantity bigger or smaller than zero. It may lie on the right or left side of zero in the integers line.
Look at the places that integers have on the number line. The integer that is on the right is greater that the integer is on the left.