Complex Factors
Operations with Complex Numbers
Solving Quadratics
Exponents
100
x² - 36
(x+6)(x-6)
100
(2+3i)(3+6i)
-12+21i
100
f(x)=x²+36
x= ± 6i
100
(5^2)(5^3)(5^-5)
1
200
x²+100
(x+10i)(x-10i)
200
(12+7i)+(5-3i)
17+4i
200
f(x)=x²-50
x=±2√5
200
(7^2)^3
7^6
300
x^2+24
(x+2i√6)(x-2i√6)
300
(50-6i)-(15+11i)
35-17i
300
f(x)=x²+7x+10
x=-5 x=-2
300
6^-3 divided by 6^-4
6
400
x²+48
(x+4i√3)(x-4i√3)
400
(9-7i)/(3+2i)
1-3i
400
f(x)= 2x²+13x+15
x=-3/2 x=-5
400
(8x^2)(8x^3)
8^2x^5
500
x²+50
(x+5i√2)(x-5i√2)
500
(8+29i)-(34-7i)
-26+36i
500
f(x)= x²-6x-7
x=-1 x=7
500
(2x^2y^3z^4) divided by (4xy^2z)
xy^2z^3 ________ 2
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