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Question
a+ib and c+id can be compared when
a+ib and c+id can be compared when
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Solution
The correct option is D b=0 and d=0
We cannot compare 2 complex numbers as they have imaginary parts.
a + ib > c + id or a + ib < c + id are meaningful as statements if and only if imaginary parts are zero, i.e., b = 0 and d = 0.
We cannot compare 2 complex numbers as they have imaginary parts.
a + ib > c + id or a + ib < c + id are meaningful as statements if and only if imaginary parts are zero, i.e., b = 0 and d = 0.
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