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  1. Showing that if a vector field is the gradient of a scalar field, then its line integral is path independent.

  2. independence of 3 or more events.

  3. The Calvin Cycle or the light-independent (dark) reactions of photosythesis.

  4. More detail on the light reactions and photophorylation.

  5. Dihybrid crosses. Independent assortment. Incomplete dominance. Codominance and multiple alleles.

  6. In this lecture, bound and unbound orbits are discussed. Professor Lewin begins with a description of escape velocity, or the minimum speed required to escape the gravitational pull. Various sources of energy, energy storage, energy conversion, and the world's energy consumption are discussed. Power, or the rate at which a force does work on an object, is central to the conversation. Professor Lewin concludes with a few words on global ...more

  7. Showing that the line integral of a scalar field is independent of path direction.

  8. Markov sources and Lempel-Ziv universal codes

  9. Memory-less sources, prefix free codes, and entropy

  10. U12_L2_T2_we3 Independent Events 3.