Question

2a–3=5,Solve the given equation by transposing the terms and check your result.

Answer 1

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HERE IS THE ANSWER

2a–3=5

2a=5+3

2a=8

a=8/2

a=4.

VERIFICATION

LHS =2a-3

=2×4-3

=8-3

=5

RHS=5.

Therefore LHS= RHS

VERIFIED

Answer 2

Answer:

a=4

Step-by-step explanation:

Given:

2a-3=5

To find :

Value of a

Solution:

We will now study the transposition approach for solving a straightforward linear equation.

Method of transposition:

One of the rules for solving linear equations is the transposition method.

Both variables and constants are present on both sides of an equation in complex equations.

In these situations, the equation should first be simplified into basic forms.

Additionally, flip the terms with variables on the LHS and RHS.

That is, using the transposition approach, the term's plus sign becomes a negative sign on the other side, and vice versa.

2a-3=5

2a=5+3

2a=8

$a=\frac{8}{2}$

a=4

Hence the value of a =4.

Checking the result,

2a-3=5

substituting the value of a

2×4-3=5

Thus 8-3=5

5=5

Hence L.H.S=R.H.S.

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