To express 1/2x+1 - x/x-1 as a single term, you need to first find a common denominator for the two fractions. In this case, the common denominator is x(x-1). Then, you can combine the numerators and factor out the common denominator, resulting in a single term.
Expressing an expression as a single term allows for easier simplification and mathematical operations. It also makes it easier to identify patterns and relationships within the expression.
Yes, after expressing the expression as a single term, you can use algebraic techniques such as factoring or combining like terms to simplify it further.
To check if you have correctly expressed the expression as a single term, you can expand the expression back to its original form and see if it matches the original expression. You can also try simplifying the expression further and see if you get the same result.
Yes, there are multiple ways to express this expression as a single term. Some other common methods include using the LCD (Least Common Denominator) and converting all the fractions to decimals before combining them into a single term.