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Vocabulary: word structure – roots

Latin & Greek Roots Youtube: Yousef Alqamoussi Ag, Act Do Activity, interaction, agent Ambul Walk, move Ambulance, Ambulatory, amble Ami, Amo Love Amiable, amorous, amity Anim Mind, Soul, Spirit Animate, unanimous, magnanimity Anthro Human anthropology, misanthrope, philanthropy Apt Skill aptitude, adapt Arch Chief, First archetype, archbishop, archeology, monarch Aud, Audit Hear audible, auditorium, audience Auto […]

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The Chumash – Genesis 26-30

26:1-12. A famine forces Isaac to Philistia. When Isaac became too successful, he aroused the jealousy of the masses and was forced to leave the country. 26:5. four categories of commandments, … my safeguards, my commandments, my decrees, my Torahs. … Just as an embryo grows from a seed that is implanted as conception, so […]

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G. Chemistry 2

Building blocks: structure of matter Research: Watch at least one video (should be short videos) on each of the following relate elements and the periodic table chemical bonds: ionic, covalent, metallic Further studies electron configuration: why are electrons on different shells? why two move on one orbital?  Atoms Dalton’s Atomic theory Atom is defined as […]

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G. Chemistry 1

Substances’ properties and reactions. Properties to identify a substance:  intensive: independent of amount (color of gold) extensive: depend on amount. (the quantity of gold in a sample) chemical: behavior in a chemical reaction physical: melting and boiling point by measuring its properties and comparing them with the properties for known substances.  The law of conservation […]

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G. Monte Carlo Simulation

(MIT Introduction to Computational Thinking and Data Science Series) Note: how to judge whether a sample is random walk or not. Note: Law of large numbers – Bernoulli Law Gambler’s fallacy: misunderstanding of LOLN. Deviations from mean will even out in the future. Story: Roulette gave 25 times of black consecutively. People came to bet […]

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G. Euler Circle – Markov Chain

linear algebra vector spaces n-tuples: linear dependence, linear combination of the spanning set; subspace of V linear independent and spanning: basis, dimension of V Theorem 1.6. Let V be a vector space over F. Then any two base of V have the same size. Linear transformation and matrices ??: T(v1) is determined by the first […]

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