8.1
8.2
8.3 & 8.4
8.5
8.6
100
Find the asymptotes

 (x+7)/(x^2-3x-28)

x=7,0,-4
100
16x,8x^2y^3,5x^3y
80x^3y^3
100
Domain and range of (2)/(x-6)
D:(-&,6)(6,&)

R:(-&,0)(0,&)

100
x varies directly as x=6 when y=32

x=? When y=8

x=1.5
100
[(2/x+3)]+[(3/2)]=[(19/10)]
X=2
200
(27x)/(16y)*(8z)/(9x)
(3z)/(2y)
200
3y^2-9y,y^2-8y+5
3y(y-3)(y-5)
200
Domain and range plus asymptotes of [(-6)/(x+4)]-2
X=-4

Y=-2

D:(-&,-4)(-4,&)

R:(-&,-2)(-2,&)

200
x varies directly as x=14 when y=-2

x=? When y=8

X=-56
200
[(10)/(2x+1)]+[(4/3)]=2
x=7
300
(a^2-b^2)/(3a^2-6a+3)÷(4a+4b)/(a^2-1)
(a-b)(a+1)/12(a-1)
300
(5)/(6b)+(3b^2)(14a)
(35a+9b^3)/(42ab)
300
Aymptotes and zeros of (x^4-2)/(x^2-1)
Z:    2^(1/4)

VA: -1,1

300
a varies jointly as a=-60 b=-5 c=4 

a=? b=4 c=-3

a=-36
300
[(8/×-5)]-[(9/x-4)]=[(5)/(x^2-9x+20)]
X=8
400
(x^2-9)(x^2-z^2)/4(x+z)(x-3)
(x+3)(x-z)/4
400
(4x)/(x^2+9x+18)+(5)/(x+6)
(9x+3)/(x+6)(x+3)
400
Aymptotes and zeros of (x^2+x-12)/(x+4)
Z:  -3,4

VA: -4

SA:x-4

400
a varies jointly when a=24 b=8 c=12

a=? b=4 c-3

a=-3
400
[(14/x-8)]-[(5/x-6)]=[(82)/(x^2-14x-48)]
X=14
500
[(x-2)^2/2(x^2-5x+4)]/[(x^2-4)/(4x-10)]
(x-2)(2x-5)/(x-4)(x-1)(x+2)
500
(3a+2)/(a^2-16)-(7)/(6a+24)
(11a+40)/(6)(a+4)(a-4)
500
Asymptotes and zeros of (X^3)/(8x-4)
Z: 0

VA:1/2

500
f varies inversely as f=15 when g=-6

f=? g=-6

135/-6
500
[(5/x)]+[(6/5x)]>[(2/3)]
X<9.3
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