Duration: (24:40) ?Subscribe5835 2025-02-28T21:40:38+00:00
If z= x+it then the equation |z+1|=|z-1| represents
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7. If (1 + i) z = (1 – i)z ̅ , then show that z = – iz ̅.
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If z1 z2 are complex numbers such that Re(z1) = |z1 - 1| and Re(z2) = |z2 - 1| and arg (z1 – z2)=π/6
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If z-1/z+1 is a purely imaginary number (where, z not =-1) then the value of |z| is jee mains test
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If Z1=1-2i and Z2=2+3i then verify (i) (Z1Z2)Z3=Z1(Z2Z3).(ii)Z1(Z2+Z3)=Z1Z2+Z1Z3. (iii) (Z1+Z2)Z3=Z1
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If `z = (1-i)`, find `z^(-1)`.
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If `((z-1)/(z+1))` is purely an imaginary number and `z ne -1
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If z-1/z+1 is a purely imaginary number (z ≠-1), then find the value of |z|. Purely imaginary DV ...
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Why This Corvette Is Worth $3 Million | 1969 Corvette ZL-1
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If z1=2-i z2=1+i Find I z1+z2+1/z1-z2+1 I
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z is said to be unimodular if |z|=1 . (z1-2z2)/(2-z1z2 ̅ ) is uni modular #locus of z1 #iit jee
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If mod(z1)=1 \u0026 ((z1) is not equal to -1) and 'z2=(z1-1)/(z1+1)'then show that real part of (z2) is 0
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If z lies on the circle |z-1|=1, then (z-2)/z is | 12 | COMPLEX NUMBERS | MATHS | OBJECTIVE RD...
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mod(z+1)=z+2(1+i) || Solve the equation `|z+1|=z+2(1+i)` || solve the equation mod(z+1)=z+2(1+i)
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If z_(1) = 2 - i , z_(2) = 1 + i , find |(z_(1) + z_(2) + 1)/( z_(1) -z_(2) + 1)| | 11 | MODEL ...
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if z1,z2,z3 are complex number such that z1=z2=z3=(1/z1+1/z2+1/z3)=1, then find the value ...
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If |z|=1 and ω=(z-1)/(z+1) then Re(ω) is #complex numbers # modulus of complex numbers
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If Z1=1+2i,Z2=2+3i Evaluate:|Z1+Z2|
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If z is a complex number such that |z| = 1 , prove that (z - 1)/(z + 1) is purely imaginary. 11th
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Prove that |z_1+z_2 |^2= |z_1 |^2+|z_2 |^2+2Re(z_1 z_2^* ) Complex Numbers Modulus Properties
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