Question

1+3(1)-2 + x = 3
find x ​

Answer 1

Correct Question-:

• 1+3(1)-2 + x = 3 . Find the value of x.

AnswEr-:

• $\underline{\boxed{\star{\sf{\blue{ The\:value \:of\:x\:is\: 1 }}}}}$

Explanation-:

• $\frak{Given \:-:}\begin{cases} & \sf{ Equation\: = 1+3(1)-2 + x = 3 .} \end{cases}$
• $\frak{To\:Find-:}\begin{cases} & \sf{ Find\:the\:value\:of\:x \: in \:Equation = 1+3(1)-2 + x = 3 .} \end{cases}$

Now,

• $\implies{\sf{\large {Equation \:=1+3(1)-2 + x = 3}}}$

Solving For x -:

• $\implies{\sf{\large {Equation \:=1+3(1)-2 + x = 3}}}$
• $\implies{\sf{\large {Equation \:=4-2 + x = 3}}}$
• $\implies{\sf{\large {Equation \:=2 + x = 3}}}$
• $\implies{\sf{\large {Equation \:= x = 1}}}$

Now ,

• $\underline{\boxed{\star{\sf{\blue{ x = 1 }}}}}$

Hence ,

1. $\underline{\boxed{\star{\sf{\blue{ The\:value \:of\:x\:is\: 1 }}}}}$

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♤ Verification ♤

• $\implies{\sf{\large {Equation \:=1+3(1)-2 + x = 3}}}$

Here,

• $\underline{\boxed{\star{\sf{\blue{ x = 1 }}}}}$

Now ,

• $\implies{\sf{\large {Equation \:=1+3(1)-2 + 1 = 3}}}$
• $\implies{\sf{\large {Equation \:=4-2 + 1 = 3}}}$
• $\implies{\sf{\large {Equation \:=2 + 1 = 3}}}$
• $\implies{\sf{\large {Equation \:=3 = 3}}}$

Therefore,

• $\underline{\boxed{\star{\sf{\blue{ LHS = RHS }}}}}$
• $\underline{\boxed{\star{\sf{\blue{ Hence \: Verified}}}}}$

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