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UCB - MCD4490 Advanced Mathematics - Trimester 1 - 2025
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If and then is equal to
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If where is a positive constant and, and , then is given by
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The complex number in polar form is
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Let where .
The expression is equal to
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The following expression can be simplified in Cartesian form as
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Let .
The imaginary part of is
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If the imaginary part of is
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If , then Arg is equal to
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The region of is
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The graph of the rule is
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