The Trigonometric Form of Complex Numbers - Page 6
Questions
- How do you write the following in trigonometric form and perform the operation given #(2+2i)(1-i)#?
- How do you write the complex number in trigonometric form #sqrt3+i#?
- What is the argument and module of the complex number sin(i+3) ?
- How do you perform the operation in trigonometric form #(6(cos40+isin40))/(7(cos100+isin100))#?
- How do you find fifth roots of #1#?
- How do you find three cube roots of #-i#?
- How do you divide #(3+4i)/(1+4i)# in trigonometric form?
- State De Moivre's theorem and prove it for all integer values?
- How do you perform the operation in trigonometric form #(12(cos52+isin52))/(3(cos110+isin110))#?
- How do you find the trigonometric form of the complex number 3i?
- How do you find the standard notation of #5(cos 210+isin210)#?
- How do you write the complex number in trigonometric form #2+2i#?
- How do you multiply #e^((23 pi )/ 12 ) * e^( pi/4 i ) # in trigonometric form?
- How do you find the trigonometric form of a complex number?
- What is the relationship between the rectangular form of complex numbers and their corresponding polar form?
- How do you convert complex numbers from standard form to polar form and vice versa?
- How do you graph #-3.12 - 4.64i#?
- Is it possible to perform basic operations on complex numbers in polar form?
- What is the polar form of #-2 + 9i#?
- How do you calculate #(3(cos14^circ+isin14^circ))/(2(cos121^circ+isin121^circ)#?