Solve for X
Binomial Expansion
Difference of Two Squares
Factorizing
Perfect Squares
100

5x=10

x=2

100

(2-x)(3+x)

=6-x-x2

100

(x-5)(x+5)

=x2-25

100

9x-3

=3(x-1)

100
(x+3)2​​​​

=x2+6x+9

200

25-4x=x

x=5

200
(2x-5)(8x+5)
= 16x2-30x-25
200

(2x+7)(2x-7)

=4x2-49

200

x2+5x+6

=(x+2)(x+3)

200

(2x-6)2

=4x2-24x+36

300

(6x-3)/10=6

x=63/6

300

(5x+3)(8-2y)

=40x-10xy+24-6y

300

(12x+8)(12x-8)

=144x2-64

300

x2-10x-11

=(x+1)(x-11)

300

(3x+5)2

=9x2+30x+25

400

25/x=x

x=5

400
(3x+4y)(2y-8x)

= 6xy+8y2-24x2-32xy

400

(6x-9y)(6x+9y)

=36x2-81y2

400

2x2-15x+25

=(x-5)(x-10)

400

(2x-7y)2

=4x2−28xy+49y2

500

35-6x=25+4x

x=1

500

(4xy-3)(2x+7y)

=8x2y+28xy2-6x-21y

500

(3xy-4x)(3xy+4x)

=9x2y2-16x2

500

x3+7x2-6x-42

(x2-6)(x+7)

500

(4x2-6y)2

=16x4-48x2y+36y2