If z= -1 - i2, then Real and Imaginary parts of z are *A)Re (z) = 2, I

1.	If z= -1 - i2, then Real and Imaginary parts of z are *A)Re (z) = 2, Im (z)= -1B)Re (z) = -2, Im (z) = -2C)Re (z) = 2, Im (z) = -2D)Re (z) = -2, Im (z) = 2
Answer» ANSWER: ur options are incorrect z=-1-i2 we KNOW that real part of the number is the number which can be rational or irrational. $\implies$ here we can see that -1 is real $\implies$ and -2i is imaginary so Re (z) = -1 Im (z) = -2 hope it helps

If z= -1 - i2, then Real and Imaginary parts of z are *A)Re (z) = 2, Im (z)= -1B)Re (z) = -2, Im (z) = -2C)Re (z) = 2, Im (z) = -2D)Re (z) = -2, Im (z) = 2

Answer»

ANSWER:

ur options are incorrect

z=-1-i2

we KNOW that real part of the number is the number which can be rational or irrational.

$\implies$ here we can see that -1 is real

$\implies$ and -2i is imaginary

Re (z) = -1

Im (z) = -2

hope it helps

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If z= -1 - i2, then Real and Imaginary parts of z are *A)Re (z) = 2, Im (z)= -1B)Re (z) = -2, Im (z) = -2C)Re (z) = 2, Im (z) = -2D)Re (z) = -2, Im (z) = 2​