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- Slopes and more Vs. My Quadratic
Slopes and more vs. My Quadratic Utilizzo e statistiche
Practice algebra skills with instant feedback, reinforcing the correct way to solve common algebra problems!
Four kinds of problems are currently available, with an infinite number of carefully chosen problems that can be solved with minimal need for scratch paper and/or a calculator. You can practice:
- finding the slope of a line given two points that it passes through;
- solving a linear system given two linear equations, one in slope-intercept form and one in standard form;
- recognizing whether two lines are parallel, perpendicular, or neither; and
- determining the slope-intercept form of a line given its slope in decimal form and a point that it passes through.
While this app includes brief summaries of how to accomplish each task, it is not intended as an instructional app for students to learn how to do the tasks. It is intended as a way for students to practice the skills they have learned elsewhere in a way that gives them immediate feedback like traditional flashcards, which is crucial for learning how to solve algebra problems correctly and consistently.
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This app is an interactive graphing math book in which high school, college students and science lovers can observe and try out various ways of analyzing a quadratic function with graphing features.
Students are gradually introduced the theory behind a quadratic function with various parameters. Mathematically, a quadratic function may be expressed in one of the three forms: the vertex form, the general form, and the factored form. This app shows techniques to find the zeros, the coordinates of the vertex, the y-intercept; to draw the corresponding parabola and its axis of symmetry; as well as to algebraically convert from one form to another.
There are formula-specific calculators (CalPad) and parabola plotter (PlotPad) that help students characterize a quadratic function using domain, range, and variations; and visualizing the relative size and shape of the transformed parabola compared to the basic one.
• The vertex form: f(x) = a(x - h)² + k
• The general form: f(x) = ax² + bx + c
• The factored form: f(x) = a(x - x₁)(x - x₂)
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Slopes and more VS.
My Quadratic
24icembre d, 2024