In the previous post we have discussed about Learn Adding Integers and In today's session we are going to discuss about Learn Subtracting Integers. The set of positive and negative numbers excluding decimals and fractions is known as integers. Any positive or any negative number can be included in the integers. (know more about Subtracting Integers, here)
For example: -22, -44, -57, -62, 0, 19, 55, 84, 106, 121, and 171;
The numbers shown above are all the integer numbers. The number ‘0’ is also an integer number.
Let’s discuss the types of integers which are shown below:
We have to follow some of the steps for subtracting integers, the steps are shown below:
Step 1: Firstly we will see all the given numbers, all the given number should be positive or negative integer number for subtracting integers number.
Step 2: In the case of subtracting integers the fraction numbers and decimal numbers are not included in the integer numbers.
Step 3: At last subtract all the given positive and negative integers.
For example: Subtract the number, if the numbers are (-14, -18)?
Solution: If we subtract any integer number then we have to follow all the above steps:
Given, (-14, -18)
If we subtract then we get:
= -14 - (-18) = -14 + 18 = 4;
For example: when one integer is positive and the value of positive is 115 and one integer is negative and the value of negative integer is -184 then we have to subtract both the integers.
Solution: Given,
Positive integer = 115;
And negative integer = -184;
On subtracting both the number we get:
= 115 - (-184) = 115 + 184 = 299
We get positive integer.
Now we will discuss Inflection Point – A point defines on a curve at which the sign of curvature changes is known as Inflection Point. The Inflection Point may also be stationary points but they are not local maxima and local minima.
To get more information then follow CBSE Board Syllabus.
For example: -22, -44, -57, -62, 0, 19, 55, 84, 106, 121, and 171;
The numbers shown above are all the integer numbers. The number ‘0’ is also an integer number.
Let’s discuss the types of integers which are shown below:
1. Positive integer,
2. Negative integer,
Let’s discuss the steps for subtracting integers;We have to follow some of the steps for subtracting integers, the steps are shown below:
Step 1: Firstly we will see all the given numbers, all the given number should be positive or negative integer number for subtracting integers number.
Step 2: In the case of subtracting integers the fraction numbers and decimal numbers are not included in the integer numbers.
Step 3: At last subtract all the given positive and negative integers.
For example: Subtract the number, if the numbers are (-14, -18)?
Solution: If we subtract any integer number then we have to follow all the above steps:
Given, (-14, -18)
If we subtract then we get:
= -14 - (-18) = -14 + 18 = 4;
For example: when one integer is positive and the value of positive is 115 and one integer is negative and the value of negative integer is -184 then we have to subtract both the integers.
Solution: Given,
Positive integer = 115;
And negative integer = -184;
On subtracting both the number we get:
= 115 - (-184) = 115 + 184 = 299
We get positive integer.
Now we will discuss Inflection Point – A point defines on a curve at which the sign of curvature changes is known as Inflection Point. The Inflection Point may also be stationary points but they are not local maxima and local minima.
To get more information then follow CBSE Board Syllabus.
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