write the conjugate of the complex numbers √2 + √3i
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Answer:
√2 + √3i=√2-√3i is the conjugate of complex numbers
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Given:
Complex numbers √2 + √3i
To Find:
The conjugate
Solution:
The conjugate of any complex number which is in the form x+ y
can be obtained by inverting the sign of the imaginary part.
So,
According to question
√2+√3i
Its conjugate will be
=√2+ (-√3i) (Imaginary part is √3 so we will invert its sign)
=√2-√3i
Hence, the conjugate of the complex numbers √2 + √3i is √2-√3i
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