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MOTION-COMPLEX NUMBER -EXERCISE - 3 (LEVEL -III) SUBJECTIVE - JEE ADVANCED
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- Interpret the following locii in z in C. 1lt|z-2i|lt3
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- Interpret the following locii in z in C
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- If |z – 2 + i| ge2, then find the greatest and least value of |z|.
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- If |z + 3| le 3 then find minimum and maximum values of |z|
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- If |z + 3| le 3 then find minimum and maximum values of |z-1|
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- If |z + 3| le 3 then find minimum and maximum values of |z+1|
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- If O is origin and affixes of P, Q, R are respectively z, iz, z + iz. ...
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- If O is origin and affixes of P, Q, R are respectively z, iz, z + iz. ...
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- The region represented by RE(z)<=2, Im(z)<=2 and pi/8<=arg(z)<=(3pi)/8...
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- Let I Arg((z-8i)/(z+6))=pmpi/2 II: Re ((z-8i)/(z+6))=0 Show that ...
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- if a and bbetween 0 and 1 such that the points (a, 1). (1, b) and (0, ...
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- Find the non-zero complex numbers z satisfying z =i z^2dot
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- If the complex numbers z1, z2,.......zn lie on te unit circle |z| = 1 ...
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- Find the Cartesian equations of the locus of z in the complex plane sa...
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- Prove that the complex numbers z1 and z2 and the origin form an isosce...
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- If the complex number P(w) lies on the standard unit circle in an Arg...
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- Let z=x+i y be a complex number, where xa n dy are real numbers. Let A...
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