Pure Mathematics
Complex Quadratic Root Explorer develops Complex roots of quadratic equations through six visual, misconception-first stages.
The discriminant, exact algebra and Argand locations are linked in one progression. Non-real roots become interpretable points with symmetry and magnitude, so the quadratic formula is not an isolated manipulation.
- Details
- Written by: Loo Kang Wee
- Category: 4.1 Complex numbers expressed in Cartesian form
- Hits: 3835
Read more … When Quadratics Leave the Real Line: An AI Complex-Root Explorer
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- Written by: Wei Chiong
- Category: 4.1 Complex numbers expressed in Cartesian form
- Hits: 11226
Read more … 🔢Complex Number Graphical Calculator JavaScript Simulation Applet HTML5
Argand Modulus and Argument Observatory develops Representation of complex numbers in the Argand diagram, finding the modulus and argument of a complex number through six visual, misconception-first stages.
Modulus and argument are learned as measurable geometric quantities attached to a point, not as disconnected formulas. Dragging, radius and angle cues coordinate Cartesian and polar descriptions while preserving exact values.
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- Written by: Loo Kang Wee
- Category: 4.2 Complex numbers expressed in polar form
- Hits: 3654
Read more … From Coordinates to Polar Meaning: An AI Argand Observatory
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- Written by: Fremont
- Category: 5 Calculus
- Hits: 8089
Read more … Riemann Integral JavaScript Simulation Applet HTML5
- Details
- Written by: Fremont
- Category: 5 Calculus
- Hits: 10381
Read more … Riemann Integral and Lebesgue Integral JavaScript Simulation Applet HTML5
- Definite Integral JavaScript Simulation Applet HTML5
- Integral: Algorithms of Numerical Approximation JavaScript Simulation Applet HTML5
- Differential Quotient JavaScript Simulation Applet HTML5
- 📈Exploring Numerical Approximations to Ordinary Differential Equations with Slope Fields JavaScript Simulation Applet HTML5
Subcategories
1 Functions and graphs Article Count: 12
1.1 Functions Article Count: 6
1.3 Equations and inequalities Article Count: 1
2 Sequences and series Article Count: 11
2.1 Sequences and series Article Count: 5
3 Vectors Article Count: 5
3.3 Three-dimensional vector geometry Article Count: 1
4 Complex numbers Article Count: 11
4.1 Complex numbers expressed in Cartesian form Article Count: 7
4.2 Complex numbers expressed in polar form Article Count: 1
5 Calculus Article Count: 14
5.5 Differential equations Article Count: 9
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