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Simplify. Express your answer as a single fraction in simplest form.
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Q. Simplify. Express your answer as a single fraction in simplest form.
- Identify Common Denominator: First, we need to identify the common denominator for the fractions. Since is not a fraction, we can consider it as . The common denominator for the fractions and is .
- Rewrite Terms with Common Denominator: Now, we will rewrite each term with the common denominator . The first term is already in the correct form, . The second term, , needs to be multiplied by to have the common denominator.
- Combine Terms: After rewriting the second term, we have which is equal to . Now we can combine the two terms.
- Check for Further Simplification: Combining the two terms with the common denominator gives us . This is the expression simplified as a single fraction.
- Check for Further Simplification: Combining the two terms with the common denominator gives us . This is the expression simplified as a single fraction.Finally, we check if the fraction can be simplified further. Since and do not have common factors, and is already in the denominator, the fraction is in its simplest form.
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