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- If z(1) = 6 + 9i and z(2) = 5 + 2i then find z(1)/z(2)
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- if z1= 1 +i, z(2)= 2 -3i and z(3) = 5+ 2i then find z(1)-z(2)+3z(3)
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- if z(1)=2+3i, z(2)=1-iand z(3) = 3+ 4i,then find z(1)z(2) +z(3)
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- if z(1) =-1 + 3i and z(2)= 2 + i then find 2(z(1) +z(2))
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- find the multiplicative inverse of the complex number 2 + 9i .
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- Express ( 4 - 5/2 i)^(2) in the form of a + ib.
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- Express (1 -i)^(4) in the form of a +ib.
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- Express ( 1/3 + 4/3 i)^(2) in the form of a + ib.
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- if z(1) = 3i and z(2) =1 + 2i , then find z(1)z(2) -z(1)
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- Express 1/(1+cos theta-i sin theta) in the form of a +ib.
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- Express (1 /(2 -2i)+3/(1+i)) ((3+ 4i)/(2-4i)) in the form of a +ib
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- Show that the complex number ((4+3i)/(3 + 4i)) ((4 -3i)/(3-4i)) is pu...
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- Find real q such that (3+2isintheta)/(1-2isintheta) is purely real.
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- Plot the conjegate of the complex number 2-3i on the Argand plane.
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- Plot the conjegate of the complex number -7-4i on the Argand plane. ]
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- Mutiply ( 5 +2i) by its conjugate.
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- Find the conjugate of ((1-2i)^(2))/(2 + i)
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- if z = 2 + i + 4i^(2) -6i^(3) then verify that (i) (bar(z^(2)) = (...
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- if z=3 -2i, then verify that (i) z + barz = 2Rez (ii) z - bar...
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- if z(1) = 3-i and z(2) = -3 +i, then find Re ((z(1)z(2))/(barz(1))...
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