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2. Subtracting complex numbers example ( Enter your problem )
  1. Example-1
Other related methods
  1. Adding complex numbers
  2. Subtracting complex numbers
  3. Multiplying complex numbers
  4. Dividing complex numbers
  5. Real part of complex number
  6. Imaginary part of complex number
  7. Conjugate of complex number
  8. Magnitude (Modulus) of complex numbers
  9. Multiplicative inverse of complex numbers
  10. Reciprocal of complex number
  11. Argument of complex number
  12. Polar form of complex numbers
  13. Square root of complex number
  14. Powers of complex numbers
  15. Roots of complex numbers

1. Adding complex numbers
(Previous method)
3. Multiplying complex numbers
(Next method)

1. Example-1





1. `A=5+6i,B=-2+3i,C=1-3i`
Find A - B


Solution:
Here `A=5+6i,B=-2+3i,C=1-3i`


`A-B`

`=(5+6i)-(-2+3i)`

`=5+6i+2-3i`

`=5+2+6i-3i`

`=7+3i`
2. `A=5+6i,B=-2+3i,C=1-3i`
Find B - C


Solution:
Here `A=5+6i,B=-2+3i,C=1-3i`


`B-C`

`=(-2+3i)-(1-3i)`

`=-2+3i-1+3i`

`=-2-1+3i+3i`

`=-3+6i`
3. `A=5+6i,B=-2+3i,C=1-3i`
Find A - C


Solution:
Here `A=5+6i,B=-2+3i,C=1-3i`


`A-C`

`=(5+6i)-(1-3i)`

`=5+6i-1+3i`

`=5-1+6i+3i`

`=4+9i`


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1. Adding complex numbers
(Previous method)
3. Multiplying complex numbers
(Next method)





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