Quadratic Standard Form Math Example 1
Follow the full solution, then compare it with the other examples linked below.
Example 1
easyWrite in standard form and identify , , .
Solution
- 1 Standard form requires terms in decreasing order of exponent.
- 2 Rearrange the expression by decreasing power: .
- 3 Identify the coefficients: , , .
Answer
Standard form always has the term first, the term second, and the constant last. The leading coefficient must be nonzero.
About Quadratic Standard Form
The standard form of a quadratic equation is , where and , , are real number coefficients.
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