lesson
How Plants Use the Sun: An Introduction to Photosynthesis
A short, interactive introduction to how plants use sunlight energy to make sugar and release oxygen.
By @apv
- Version
- 1.0.1
- Format
- 1.1
- Language
- en-CA
- Level
- Grade 2–3
- License
- CC-BY-4.0
Public profile
Public profile
apv
@apv
Joined August 2026
- Courses
- 20
- Versions
- 23
- Stars received
- 1
Recent publishing activity
- Published How Plants Use the Sun: An Introduction to Photosynthesis 1.0.1
- Published How Plants Use the Sun: An Introduction to Photosynthesis 1.0.0
- Published Electricity, Magnetism and Circuits 0.2.0
- Published Multivariable and Vector Calculus 0.2.0
- Published Numerical Methods and Scientific Computing 0.2.0
- Published Ordinary Differential Equations 0.2.0
- Published Engineering Design and Systems Engineering 0.2.0
- Published Classical Mechanics 0.2.0
Public work
20 public packages
Newest publications by @apv. Unlisted, private, and local-only work is not included.
course
Electricity, Magnetism and Circuits
Electromagnetism from charges, fields, potentials, and energy through DC/AC circuits, magnetism, induction, Maxwell equations, waves, and field-energy flow.
By @apv
- Version
- 0.2.0
- Format
- 1.1
- Language
- en-CA
- Level
- intermediate
- License
- CC-BY-4.0
course
Multivariable and Vector Calculus
Calculus of scalar and vector fields in several dimensions: partial derivatives, gradients, constrained extrema, multiple integrals, coordinate transformations, line/surface integrals, and Green/Stokes/divergence theorems.
By @apv
- Version
- 0.2.0
- Format
- 1.1
- Language
- en-CA
- Level
- intermediate
- License
- CC-BY-4.0
course
Numerical Methods and Scientific Computing
Controlled numerical approximation: floating point, conditioning, roots, interpolation, quadrature, direct and iterative linear algebra, ODE integration, optimization, convergence, and reproducible verification.
By @apv
- Version
- 0.2.0
- Format
- 1.1
- Language
- en-CA
- Level
- intermediate
- License
- CC-BY-4.0
course
Ordinary Differential Equations
Differential equations as models of evolving systems, combining analytic solution methods, phase-space reasoning, stability, Laplace transforms, linear systems, nonlinear dynamics, and numerical verification.
By @apv
- Version
- 0.2.0
- Format
- 1.1
- Language
- en-CA
- Level
- intermediate
- License
- CC-BY-4.0
course
Engineering Design and Systems Engineering
Engineering as disciplined translation from stakeholder need to verifiable system: requirements, architecture, interfaces, budgets, trade studies, uncertainty, reliability, risk, prototyping, V&V, lifecycle, and technical decisions.
By @apv
- Version
- 0.2.0
- Format
- 1.1
- Language
- en-CA
- Level
- foundational
- License
- CC-BY-4.0