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Solve the following quadratic equations ...

Solve the following quadratic equations using Sridhar Acharya's formula:
`ix^2-6x-9i=0`

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The correct Answer is:
(-3i) and (-3i)
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CHHAYA PUBLICATION-QUADRATIC EQUATIONS-EXERCISE 5B(short answer type question)
  1. Show that the roots of each of the following quadratic equations are c...

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  2. Show that the roots of each of the following quadratic equations are c...

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  3. Show that the roots of each of the following equations are conjugate c...

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  4. Show that the roots of each of the following equations are conjugate c...

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  5. Show that the roots of each of the following equations are conjugate c...

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  6. Solve by factorization: 3x^2+8ix+3=0

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  7. Solve by factorization: ix^2+x+6i=0

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  8. Solve by factorization: x^2+(i-3sqrt2)x-3sqrt2i=0

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  9. Solve by factorization: 2x^2-ix+6=0

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  10. Solve by factorization: x^2+3sqrt2x i+8=0

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  11. Solve by factorization: 12ix^2-x+6i=0

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  12. Solving the equation x^2+(i-7)x-(i-18)=0 , prove that the roots of the...

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  13. Solve the following quadratic equations using Sridhar Acharya's formul...

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  14. Solve the following quadratic equations using Sridhar Acharya's formul...

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  15. Solve the following quadratic equations using Sridhar Acharya's formul...

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  16. Solve the following quadratic equations using Sridhar Acharya's formul...

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  17. Solve the following quadratic equations using Sridhar Acharya's formul...

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  18. Solve the following quadratic equations using Sridhar Acharya's formul...

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  19. Solve: (2+i)x^2+(i+5)x-2(i-1)=0

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  20. Solve: 2x^2-(3+7i)x-3+9i=0

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