howto:hambasics:sections:test
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| howto:hambasics:sections:test [2021/02/13 19:06] – va7fi | howto:hambasics:sections:test [2021/02/13 19:14] (current) – [Cartesian vs Polar] va7fi | ||
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| - | The lesson here is that since the polar representation uses exponents, and exponents turn multiplication into addition((\$ x^a \cdot x^b = x^{a+b} \$)), the polar representation is easiest for multiplication, | + | The lesson here is that since the polar representation uses exponents, and exponents turn multiplication into addition((\$ x^a \cdot x^b = x^{a+b} \$)), the polar representation is easiest for multiplication, |
| ===== Important Algebraic Results ===== | ===== Important Algebraic Results ===== | ||
| * Use the Euler identity to get the following two useful results: | * Use the Euler identity to get the following two useful results: | ||
howto/hambasics/sections/test.txt · Last modified: 2021/02/13 19:14 by va7fi