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A.M. Method Factoring
Exponents
Order Of Operations
Value of x
Polynomials
100
x^2+2x+1
(x+1)(x+1)
100
5^2
25
100
11•2+8
30
100
-1+x=0
x=1
100
(x)(x)
x^2
200
x^2+11x+24
(x+3)(x+8)
200
2^4+4^3
128
200
3•(6+2)-4
20
200
-64+4x=0
x=16
200
(x)(x+y+z+5)
x^2+xy+xz+x5
300
x^2+20+122
No whole number factors
300
x^6x^6
x^12
300
16+192÷2+(64-12)
164
300
10x/5=100
x=500
300
(x+12)(x)
x^2+12x
400
x^2-14x+45
(x-9)(x-5)
400
(x^7)^2/x^6+y^2
x^8+y^2
400
20•20-389+2^{2+(120/40)}
43
400
6x=10x+44
x=-11
400
(5+2x+8y)(6+2y)
30+58y+12x+4xy+16y^2
500
x^2-28+195
(x+15)(x-13)
500
666^0+xyzakqlsepfgurowtdimchvnjb^916/aqzplmkoiwjsnxeucdhbrvyft^105
1+xyzakqlsepfgurowtdimchvnjb^811
500
{(16•4-54)^2}+7+[3•5]•4
167
500
9x/9+18=6
x=3
500
(-x+7y)(-x-10+q)
x^2+10x-xq-7xy-70y+7yq