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What is the complex conjugate of a plus bi?
The complex conjugate of a+bi is a-bi. This is written as z* where z is a complex number. ex. z = a+bi z* = a-bi r = 3+12i r* = 3-12i s = 5-6i s* = 5+6i t = -3+7i = 7i-3 t* = -3-7i = -(3+7i)
What are factors of 576 that add up to -12?
564
How do you get the solution to 6 divided by the square root of -10?
16
Solve 7-24i complex number?
31
How do you evaluate cube roots of complex numbers in Microsoft Excel?
Excel and also OpenOffice Calc have functions to do certain operations on complex numbers. The IMPOWER() function will handle what you want to do. Example: type the following in a cell =IMPOWER("-415+234i",1/3) and the result will be 5 + 6i. If you are using OpenOffice, then a semicolon is used rather than a comma in functions {=IMPOWER("-415+234i";1/3)}The complex number is formatted as text. There are other functions: IMABS, IMARGUMENT, IMPRODUCT, etc. You can do a help search for Complex Numbers, or one of these functions that I mentioned.
