Question

Find the sum of \[52\] and \[- 52\]?

Answer 1

Hint: In this question, we need to find the sum of two given numbers. The sum of two numbers is nothing but adding the two given numbers. In mathematics, the addition of two numbers is the method of calculating the two given numbers to know the sum of the given numbers. Here we need to add the given numbers.

Complete answer:Given two numbers, here we need to find the sum of the two numbers.
In math terms, the sum of \[52\] and \[-52\] can be written as
\[sum = 52 + \left( - 52 \right)\]
We know that : \[a + \left( - a \right) = \ a – a\]
By rewriting,
We get,
=\[ 52 – 52\]
By subtracting,
We get,
=\[0\]
i.e). The sum of \[52\] and \[- 52\] is \[0\]
Final answer :
The sum of \[52\] and \[- 52\] is \[0\].

Additional information :
Sum is nothing but putting all the things or values together to get a new value. Sum can be also found by number line easily. Sum means add. For example the sum of \[6\] and \[3\] is \[9\] .

Note:
Mathematically, the sum is signed by the plus symbol \[+\] .For example the sum of two numbers \[3\] and \[5\] is represented as \[3 + 5\ \] and the answer is \[8\]. Addition is one of the four basic operations of arithmetic and it is almost used in all the concepts of mathematics. Similarly subtraction is the process of removing a number from another i.e) subtracting a number from another number.