Question

In simple equation x-10 = -7 , If x-10 is the LHS then -7 is the solution for equation​

Answer 1

Solution==>

Given:In simple equation x-10 = -7 , If x-10 is the LHS then -7 is the solution for equation.

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To find: is x-10 in the LHS is equal to -7 in RHS.

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Steps to solve

$\huge \: x - 10 = - 7$

$\huge \: x = 10 - 7$

$\huge \: x = 3$

So,

If the value of x is 3 then the given equation is true .

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Hope it helps you from my side...

Answer 2

Answer:

The x$=3$ In simple equation x-10 = -7 , If x-10 is the LHS then -7 is the solution for equation​

Step-by-step explanation:

In accordance with the information provided in the question,

Given the data in question  In simple equation x-10 = -7  If x-10 is the LHS then -7 is the solution for equation​

We discovered that x-10 in the LHS equals -7 in the RHS.

As we get,

$x-10=-7$

Hence, for solving the above equation, we will solve it by separating the like terms at one side  ,

So, we will shift 10 from LHS to RHS the sign will change from negative to positive,

we get,

$x-10=-7\\x=-7+10\\x=3$

Hence x$=3$ In simple equation x-10 = -7 , If x-10 is the LHS then -7 is the solution for equation​