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MAXIMUM PUBLICATION-COMPLEX NUMBER & QUADRATIC EQUATIONS-EXAMPLE
- Consider the complex number z=(5-sqrt3i)/(4+2sqrt3i)
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- Express the following complex number in the form a+ib (1+i)-(1-6i)+(...
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- Represent the complex number z=1+i in the polar form.
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- Represent the complex number sqrt3+i in the polar form.
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- Solve: sqrt5x^2+x+sqrt5=0
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- Express (1+i)/(1-i) in the form a+ib.
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- Represent the (1+i)/(1-i) in the polar form.
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- Solve the quadratic Equation -x^2+x-2=0
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- Express i in the form r(costheta+isintheta)
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- If i=sqrt(-1) find the sum of i+i^2+i^3+......+i^(99)
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- Convert into (1-i)/{cosfrac(pi)(4)+isinfrac(pi)(4)} a+ib form.
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- Convert into (1-i)/{cosfrac(pi)(4)+isinfrac(pi)(4)} Polar form.
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- If z=sqrt3+i, find the conjugate of Z.
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- Write polar form of the complex number z=sqrt3+i
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- Solve 2x^2+3x+1=0
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- Solve: sqrt3x^2+x+sqrt3=0.
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- Represent the complex number z=1+isqrt3 in the polar form.
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- the conjugate of 1-2i is ......
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- Express the complex number (2+3i)/(1-2i) in the form a+ib.
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- Solve x^2+3x+5=0
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