To solve the equation: when x-3 minus 1 / 8 + 3x = 1, we can get what we get by removing the denominator, removing the bracket, shifting the term, merging the similar term, and transforming the coefficient into one

To solve the equation: when x-3 minus 1 / 8 + 3x = 1, we can get what we get by removing the denominator, removing the bracket, shifting the term, merging the similar term, and transforming the coefficient into one

Quarter x-3 minus one eighth + 3x = 1
Go to the denominator and multiply both sides by 8
2(x-3)-(1+3x)=8
Get rid of the brackets
2x-6-1-3x=8
Merge similar items
-x-7=8
Transfer of items
-x=8+7
-x=15
The coefficient is reduced to 1, and both sides are divided by - 1 at the same time
x=-15
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