Given a pair of complex numbers, z sub 1 is equal to 5 and z sub 2 is equal to negative 6 i , let z sub 3 is equal to 3 i plus z sub 1 and z sub 4 is equal to z sub 2 minus 2 In which quadrant is z sub 3 minus z sub 4 located?
Which phrase describes how to divide a complex number z by r times open paren cosine theta plus i sine theta close paren ?
Which property of multiplication is shown here? If x is equal to 3 plus 4 i and y is equal to 5 plus 6 i , x times y is equal to y times x
Which expression is equivalent to open paren 3 plus 5 i close paren squared ?
For two complex numbers z and w , which diagram shows the geometric representation of z w ?
Which process would produce the complex number w sub 2 ?
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