Solve the given equation by using transposition method and verify your answer:
2x/3-1/3=x/2+3/2
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Now, find the value of x by considering the given equation,=2x−(1/3)=(1/5)−x
Transposing −(1/3) to RHS and it becomes (1/3)and −x to LHS it becomes x
=2x+x=(1/5)+(1/3)
=3x=(3+5)/15
=3x=8/15
Multiplying both side by (1/3)
=3x×(1/3)=(8/15)×(1/3)
=x=(8/45)
By substituting (8/45) in the place of x in given equation, we get
LHS,
=2×(8/45)−(1/3)
=(16/45)−(1/3)
=(16−15)/45
=(1/45)
RHS
=(1/5)−(8/45)
=(9−8)/45
=(1/45)
By comparing LHS and RHS
=(1/45)=(1/45)
∴LHS=RHS
Hence, the result is verified
Step-by-step explanation:
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