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The first time you learn about functions, you're taught to think of a function as a sort of machine; you put in one number and get out another. Nor, regardless of order, will you fail to get the correct answer to the original question barring computational mistakes. That should be a hint! How did the author know that only 3 equations were enough to determine the multiplication table? It's also possible they just tinkered with the algebra a bit until they found an acceptable example for the text - this sort of thing is absolutely trivial for people who know this stuff inside and out. He is saying, "I am looking at the end results of K math education and it is demonstrably failing to teach enough people the concept of multiplication accurately.

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Multiply amateur group

Is the multiplication of negative integers repeated addition? So it means that we should multiply g into itself for t1 times. To do that, the student needs to learn the classic multiplication table. In your results the dates have times. Maybe a math library near you has it too. It's not clear why they decided to refer to the elliptic curve as a multiplicative group and not an additive one.

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