Qwertyuiop[]
Junior Member
- Joined
- Jun 1, 2022
- Messages
- 123
Hi, I have this question: [math]\frac{2+5i}{1-i} + \frac{2-5i}{1+i}[/math] and we are asked to write it in algebraic form. So i went the usual way by rationalizing the denominator and got the correct answer but the expression got very big. The answer is -3. But our professor told us that we could use the following property :
[math]z + \bar{z} = 2 Re(z)[/math] and using this property we get the answer much quicker. So i have a question: The complex conjugate of a number in fraction is found by just flipping the signs?
[math]z + \bar{z} = 2 Re(z)[/math] and using this property we get the answer much quicker. So i have a question: The complex conjugate of a number in fraction is found by just flipping the signs?