Question

What is the value of x in $\fbox{3x+2=2x+12}$

Answer 1

Step-by-step explanation:

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HERE IS UR ANSWER

$\rm\green{\underline{ANSWER}}$

Refer to the attachment for handwritten answers .

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$\fbox{Types of equations}$::

a). Linear equations

b). Quadratic equations

c). Cubic equations

$\fbox{Transposition}$::

Transposition is the process in which a term or constant with any sign, for example +,-,/,× gets reversed after it goes to LHS from RHS or RHS from LHS.

$\fbox{Linear\: Equation}$::

Linear equations are equations in which the highest power of the equations is 1. This means that there is no square or square root in thr equations.

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Now solving the question.

$\tt\orange{\underline{Given}}\\ \\ \tt\pink{3x+2=2x+10}$

$\tt\orange{\underline{To \: Find}}\\ \\ \tt\pink{Value\:of\:x}$

$\bf\blue{\boxed{3x+2=2x+10}}$

$\rm\red\implies\tt\green{3x-2x}=\tt\pink{10-2}$

$\rm\red\implies\tt\green{x}=\tt\pink{8}$

$\tt\green\longmapsto{\boxed{\underline{\boxed{x=8}}}}$ answer.

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$\tt{More\:Details}$::

a). A constant or variable with a $\tt\red{+}$ sign changes to $\tt\red{-}$ sign after it goes to $\tt\blue{LHS}$ to

$\tt\blue{RHS}$ or vice versa.

b). A constant or variable with a $\tt\red{-}$ sign changes to $\tt\red{+}$ sign after it goes to $\tt\blue{LHS}$ to

$\tt\blue{RHS}$ or vice versa.

c). A constant or variable with a $\tt\red{×}$ sign changes to $\tt\red{÷}$ sign after it goes to $\tt\blue{LHS}$ to

$\tt\blue{RHS}$ or vice versa.

d). A constant or variable with a $\tt\red{÷}$ sign changes to $\tt\red{×}$ sign after it goes to $\tt\blue{LHS}$ to

$\tt\blue{RHS}$ or vice versa.

e). A constant or variable with a $\tt\red{\frac{x}{y}}$ changes to $\tt\red{\frac{y}{x}}$ after it goes to $\tt\blue{LHS}$ to

$\tt\blue{RHS}$ or vice versa.

f). A constant or variable with a $\tt\red{x²}$ changes to $\tt\red{√x²}$ after it goes to $\tt\blue{LHS}$ to

$\tt\blue{RHS}$ or vice versa.

e). A constant or variable with a $\tt\red{√x²}$ changes to $\tt\red{x²}$ after it goes to $\tt\blue{LHS}$ to

$\tt\blue{RHS}$ or vice versa.

g). Equations are made of $\tt\red{2}$ parts.

1. Constant

2. Variable

h). $\bf\red{Constant}$ are the numerical terms or numbers which are used in equations.For example 1,2 and 3.

i). $\bf\red{Variable}$ are the alphabet used in equations. They can be used for any value.For example x and y.

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Practice questions for you::

A. ${\boxed\bf\green{Find \:x\:in\:3x+6=2x+27}}$

B. ${\boxed\bf\green{Find \:x\:in\:2+√x=5}}$

C. ${\boxed\bf\green{Find \:x\:in\:3+¾x=78}}$

.Solve this questions for your practice.

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.From love.

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