SOLUTION: What is the answer to 3 over 5-11i, in the form of a + bi? I think I need to multiply 3 over 5-11i by 5+11i over 5+11i. Can someone help me, please?

Question 431672: What is the answer to 3 over 5-11i, in the form of a + bi? I think I need to multiply 3 over 5-11i by 5+11i over 5+11i. Can someone help me, please?
Answer by tinbar(133) (Show Source): You can put this solution on YOUR website!
you are correct, multiply 3/5-11i by 5+11i/5+11i, it's as good as multiplying it by 1 so we are not changing the number, expand the numerator, and then the denominator is just a constant that will spread over your numerator
you should get (15+33i)/(25-121)
RELATED QUESTIONS
I need to factor (3/(5-11i)) But I can not figure it... (answered by mananth)

Solve (5+2i) + (-3-11i) (answered by stanbon)

3/5-11i Type an interger and a simplified fraction has to be in a=bi... (answered by solver91311)

Express the product of 4 � 3i and 2 + i in simplest a + bi form. 1. 2 + 11i... (answered by Theo,scott8148,richwmiller)

I need help please.... Problem #6 Is this correct Directions: Evaluate if... (answered by psbhowmick)

What is the expression in standard form : a+bi ? (3-i)/(8+i) I attempted to view... (answered by Fombitz)

write a polynomial function of least degree with real coefficients in standard form that... (answered by ikleyn)

Multiply (4-7i)(5+6i) Will it equal 62+11i, -42^2-11i+20, 62-11i, or... (answered by sheldonbbtrocks)

It says here to write the expression as a complex number in standard form. The problem is (answered by Alan3354)