2x-1=17
Step 1: Isolate the variable
Do you know how to isolate the variable?
Well you just went offline so I will explain it xD
You basically want the variable(x) to be alone on one side of the equation. For example we want to make it look like this: \[x = 5\] So to do this we have to use remove that -1 to make 2x alone on that side of the equation
But remember, when solving for such an equation, you must do the same thing to BOTH sides of the equation. So were going to +1 to -1 to make it gone, but we must also +1 to 17. We get the following: \[2x = 18 \]
-1 is basically saying minus positive, so we would use the opposite operation to solve the equation. The same goes for 2x. 2x is basically \[2 \times x \] So we would use the opposite operation, dividing \[2x \div 2 = x\]
But remember, when we do something to one side, we must do it to the other side, so we do: \[18 \div 2 = 9 \] We now get \[x = 9\]
To check your work put 9 in for x and solve the equation \[2 \times 9 - 1 = 17\]
@known4modesty
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