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MISHAL CHAUHAN
CLASS 11
MODULE - 1
LECTURE SLIDES - MISHAL
CHAUHAN
LECTURE SLIDES - MISHAL
CHAUHAN
LECTURE SLIDES - MISHAL
CHAUHAN
LECTURE SLIDES - MISHAL
CHAUHAN
The region of the complex plane for which
LECTURE SLIDES - MISHAL
CHAUHAN
LECTURE SLIDES - MISHAL
CHAUHAN
(1)First quadrant (2) Second quadrant
(3) Third quadrant (4) Fourth quadrant
LECTURE SLIDES - MISHAL
CHAUHAN
LECTURE SLIDES - MISHAL
CHAUHAN
LECTURE SLIDES - MISHAL
CHAUHAN
(1) 2 (2) –3 (3) 3 (4) –2
LECTURE SLIDES - MISHAL
CHAUHAN
LECTURE SLIDES - MISHAL
CHAUHAN
LECTURE SLIDES - MISHAL
CHAUHAN
LECTURE SLIDES - MISHAL
CHAUHAN
LECTURE SLIDES - MISHAL
CHAUHAN
LECTURE SLIDES - MISHAL
CHAUHAN
LECTURE SLIDES - MISHAL
CHAUHAN
LECTURE SLIDES - MISHAL
CHAUHAN
(1)2 + i, 3 – 2
(2) 2 + 2i, 3i
(3)3 + 2i, 2i
(4)2, 2 + 3i
LECTURE SLIDES - MISHAL
CHAUHAN
If centre of a regular hexagon is at
origin and one of the vertex on
Argand diagram is 1 + 2i, then its
perimeter is ….
LECTURE SLIDES - MISHAL
CHAUHAN
LECTURE SLIDES - MISHAL
CHAUHAN
conjugate complex numbers, then
LECTURE SLIDES - MISHAL
CHAUHAN
LECTURE SLIDES - MISHAL
CHAUHAN
LECTURE SLIDES - MISHAL
CHAUHAN
LECTURE SLIDES - MISHAL
CHAUHAN
LECTURE SLIDES - MISHAL
CHAUHAN
LECTURE SLIDES - MISHAL
CHAUHAN
LECTURE SLIDES - MISHAL
CHAUHAN
LECTURE SLIDES - MISHAL
CHAUHAN
and consider the following statements
Now identify the correct combination of the true
statements.
LECTURE SLIDES - MISHAL
CHAUHAN
LECTURE SLIDES - MISHAL
CHAUHAN

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