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VIKRAM PUBLICATION ( ANDHRA PUBLICATION)-COMPLEX NUMBERS-EXERCISE -1 (B)
- Write the complex numbers in the form A+iB 3(7+7i)+i(7+i)
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- Write the complex numbers in the form A+iB (2+5i)/(3-2i)+(2-5i)/(3+...
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- Write the conjugate of the complex numbers 3+4i
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- Write the conjugate of the complex numbers (15+3i)-(4-20i)
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- Write the conjugate of the complex numbers (2+5i)(-4+6i)
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- Write the conjugate of the complex numbers (5i)/(7+i)
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- Simplifiy i^(2)+i^(4)+i^(6)+.....+(2n+1) terms
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- Simplifiy i^(18)-3.i+i^(2)(1+i^(4))(-i)^(26)
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- Find the square root of the following complex number: -8-6i
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- Find a square root for the complex numbers. (3+4i)
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- Find a square root for the complex numbers. (-47+i8 sqrt(3))
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- Find the multiplicative inverse of the complex numbers. sqrt(5)+3i
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- Find the multiplicative inverse of the complex numbers. -i
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- Find the multiplicative inverse of the complex numbers. i^(-35)
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- If (a+ib)^(2)=x+iy, find x^(2)+y^(2)
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- If x+iy=3/(2+costheta +i sin theta), then show that x^2+y^2=4x-3
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- If x+iy=(1)/(1+ cos theta+ isin theta), show that 4x^(2)-1=0
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- If u+iv=(2+i)/(z+3) and z=x+iy find u, v
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- If z=3-5i Show that z^(3)-10z^(2)+58z-136=0
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- If z=2-isqrt(7), then show that 3z^(3)-4z^(2)+z+88=0
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