Created on 2024-06-20Asked by Jacob Hill (Solvelet student)
Simplify the following special quotient: x−2x2−4.
Solution
To simplify the special quotient x−2x2−4: 1. **Factor the numerator:** x2−4=(x+2)(x−2). 2. **Rewrite the quotient:** x−2(x+2)(x−2). 3. **Cancel the common factor:** x+2(for x=2). 4. **Result:** The simplified form of the quotient is x+2. Solved on Solvelet with Basic AI Model
Some of the related questions asked by Owen Wright on Solvelet
DefinitionSpecial quotients can be calming as they involve common factoring patterns that make divison seem less intimidating- i.e. division by binomials or a difference of squares. Example: Simplify a−ba2−b2. It will be, and the unique quotient is a+b, as a2−b2=(a−b) (a+b)
