Factoring
Factor:x^2-4x-45
(x-9)(x+5)
Simplify (3^9)^2(3^(-8))^2
3^2 = 9
Multiply: (6s-3)(s+4)
6s^2+6s-12
Solve the radical expression x = sqrt(3x+10)
x=5
Solve for the value of x. (x – 6) (8x+3) =0
x = 6 and -3/8
Factor using GCF: 12x^2-8x
4x(3x-2)
Solve and describe the property being used:(a^(-3))^2
1/(a^6)
Subtract the rational expression and simplify if possible
((10x+4)/(x-2)) - ((6x+12)/(x-2))
(6x - 8) / (x-2)
Solve by finding square root: (4x^2-36) = 0
x =3 and -3
(2x+6)(2x-6)
Graph the function and find the zero pairs
f(x) = x^2 - 3x + 2
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zeros (1 and 2)
Factor: 2x^2-8x+6
(x-3)(x-1)
Use the quotient rule: (x^10y^6)/(x^4y^6)
x^6
Multiple the two expressions leave in factor form.
(What are the excluded values (vertical asymptote)?
(x/(x-16)) ((x-3)/(x-2)
(x(x-3)) / ((x-16)(x-2))
Vertical Asymptotes x = 3 and 2
Simplify the radical 7Radical(5) - radical(20)
3Radical(5)
Graph the Function and find the min.
2/5(x^2)
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Min = 0,0
Factor: 6x^2+16x-6
(x-2)(x+18)
Simplify: (4^-1)/3
1/12
Subtract: (10x2-3x-2)-(3x2+7)
7x2-3x-9
Solve the radical expression √4a+20 = 12
a =31
Find the zero pairs f(x) = x^2 - 20 - 44
Zero pairs (22 and -2)
Factor: 16x^2-72x+81
(4x-9)^2
Simplify (y^(2/3)z^6)^3
y^2z^18
Multiply: ((x-16)/(x))((x-2)/(x-3))
(x-16)(x-2)/(x)(x-3)
Simplify the rational expression and find the vertical asymptote
(x^2-6x-16) / (x^2-34x-72)
Vertical Asymptote x=36
Find zero Pairs
f(x)=4x^2 -20x+25
x = 2.5