Math, asked by nishagalav07, 9 days ago

Find the value of a satisfies the equation 2(a-1)=7/3​

Answers

Answered by bharti17lakshya
0

Answer:

a=13/6

Step-by-step explanation:

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Answered by halamadrid
0

Given,

We are given an equation 2(a-1)=7/3.

To find,

We have to find the value of a.

Solution,

  • In the LHS(Left Hand Side) we have 2(a-1).
  • In the RHS(Right Hand Side) we have 7/3.
  • It is given that both LHS and RHS are equal and with the help of this, the value of a can be equated.

                ⇒2(a-1) = 2a - 2 = 7/3.

  • Now, -2 which is on the left-hand side will go to the right-hand side and its sign would be changed from -2 to +2.
  • Hence, we will get the equation as,  2a= (7/3) + 2.
  • Further solving we will get, 2a = 13/3.

            ⇒2a= 13/3

            ⇒a= (13/3)/2

            ⇒a= 13/6

Hence, the proper value of a will be 13/6.

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