Question

Write L.H.S and R.H.S of the simple equation: $2x = 10$

Answer 1

Hint: According to given in the question we have to determine the L.H.S and R.H.S of the simple equation: $2x = 10$
But, first of we have to understand the meaning of L.H.S and R.H.S so, let’s understand the meaning of L.H.S the full form of L.H.S is left hand side and the terms, numbers, or variable given in the left hand side of the expression/equation is known as the terms in L.H.S.
Now, we have to understand the meaning of R.H.S and the full form of R.H.S is right hand side and the terms, numbers, or variable given in the right hand side of the expression/equation is known as the terms in R.H.S.

Complete step-by-step answer:
Step 1: First of all we will determine the L.H.S or the left hand side of the given expression $2x = 10$ as we know that L.H.S is left hand side and the terms, numbers, or variables given in the left hand side of the equation is the L.H.S as mentioned in the solution hint.
Hence,
For the given equation L.H.S is $ = 2x$
Step 2: Now, same as the step 1 we will determine the R.H.S or the right hand side of the given expression $2x = 10$as we know that R.H.S is left hand side and the terms, numbers, or variables given in the right hand side of the equation is the R.H.S as mentioned in the solution hint.
Hence,
For the given equation R.H.S is $ = 10$

Hence, the L.H.S and R.H.S of the simple equation: $2x = 10$ are $2x$ and $10$

Note: The given equation is a linear equation with one variable x so on simplifying there will be only one root obtained.
If it is asked to determine to find the L.H.S and R.H.S in simplified form means if we solve the given expression then the left hand side or L.H.S term will be x and the right hand side term or R.H.S will be 5.