) Discussion topic;

You've explored a variety of trigonometric
applications and studied different coordinate
systems in the process, namely the Cartesian
(rectangular), the polar, and the complex
coordinate systems. What do these coordinate
systems have in common, and how is each
system unique? How are the absolute value of
an imaginary number, the magnitude of a force,
and the distance between two points related to
one another? What are the advantages and
disadvantages of each system?

answer:

45

step-by-step explanation:

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Step-by-step explanation:

You've explored a variety of trigonometric

applications and studied different coordinate

systems in the process, namely the Cartesian

(rectangular), the polar, and the complex

coordinate systems. What do these coordinate

systems have in common, and how is each

system unique? How are the absolute value of

an imaginary number, the magnitude of a force,

and the distance between two points related to

one another? What are the advantages and

disadvantages of each system?