Junior High School, High School, Senior High School.
To determine the vertex of a square function, convert it to vertex form by completing the square.
The vertex of a quadratic formula is to be determined by transforming the function into vertex form. To do this, complete the square.
If desired, the solution is described in the solution sheet in the steps
- factor out the guide coefficient
- complete the square
- introduce the square
- multiply out
- write the quadratic function in vertex form
- state the vertex
is presented in detail. These steps can be presented in the problem statement as cloze text, the correct values must then be entered.
In the problem definition the vertex of a quadratic function is asked for. It can be set whether the solution path via the quadratic addition should also be indicated.
For simplification, the problem can be set so that the guide coefficient, i.e. the factor for x squared, is always one.
The number of problems can also be set.
Download free printable worksheets for this math problem here. The worksheet contains the problems only, the solution sheet includes the answers. Just click on the respective link.
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