Project

Operations of Complex Numbers

100

7i+3i

10i

200

(10+4i)-(8-5i)

2+9i

300

(-3+5i)(-5+7i)

-20-46i

400

4+i/8i

-32i+8/64

500

-2-9i/-2+7

-59+32i/53

Quadratics

100

x^2+6=0

+-2

200

n^2-2n-3=0

-1 and 3

300

6x^2-48x-54=0

9 and -1

400

8n^2+7n-15=-7

-7+-305/16

500

k^2-31-2k=-6-3k^2-2k

k=+-5/2

Operations of Polynomials

100

3a-5v+2v+17a

20a-3v

200

(7y+x^2-6x)-(-2x^2+3y-4)

10y+3x^2-6x-4

300

(3m-2)^2

9m^2-12m+4

400

(6n^2-6n-5)(7n^2+6n-5)

42n^4-6n^3-101n^2+25

500

(p^4+5p^3-12p^2+26) divided by (p+6)

p^3-p^2-6p+36 -190/p+6

Binomial Expansion

100

(7n+2)^2

49n^2+28n+4

200

(2x+1)^3

8x+12x^2+6x+1

300

(3y-2)^4

81y^4-216y^3+216y^2-96y+16

400

(a+8)^5

a^5+40a^4+640a^3+5120a^2+20480a+32768

500

(12m+3)^5

12^5m^5+311040m^4+155520m^3+38880m^2+4860m+243

Rational Root Theorem

100

x^3+2x^2-5x-6

-1, -3, and 2

200

x^3+8x^2+11x-20

-4,-5, and 1

300

x^3-11x+6

-3+17/2 and -3-17/2

400

2x^3+5x^2-x-6

1/2, -2, 1

500

-4x^3+15x^2-8x-3

-1/2, 1, -3