(4-9i)(9+i)
45-77i
3 l x+4 l + 3 = 21
-10, 2
l 3x - 1 l < 5
Interval notation
(-inf, -4] U [5, inf)
f(x) = (2x - 1) / (x - 4)
Find the domain
x cannot equal 4
x2 -5x + 1 =0
Find the solutions
x = 5/2 + sqrt(21)/2
2/(3+sqrt(x))
9x+1 = 27
x = 1/2
l x - 5 l + 7 > 4
Interval Notation
(-inf, inf)
f(x) = sqrt(3-x)
Find the domain in interval notation
(-inf, -3]
(x-1)2 = -81
x = 1+ 9i
sqrt(75x9y4)
5x4y2 sqrt(3x)
2x2 = 5x+7
x = -1, x=7/2
l 1 - 2x l > 0
(-inf, -4] U [5, inf)
Find the distance between
(-1, 7) and (8, -4)
sqrt(202)
x4 - 5x2 + 4=0
x = +2, x = +1
(-8w27x-3y6)-1/3
yz10/x2
50/x - 50/(x-8) = 4/x
x= - 92
(x-3) / (2x+2) < 0
Find f(a+1)
3a+2
Find the vertex and axis of symmetry
y = x2+5
(0, 5), x = 0
[(x2+x-6)/(x2-2x+1)] / [(x-2)/(x2-1)]
(x+3)(x+1) / ((x-1)
2x - 5 = sqrt(x+20)
x = 5
x2 - 5x - 14 < 0
Interval Notation
[-2, 7]
f(x) = x2 + 4x +3
Find f(x) = 8
x = -5, 1
Find the LCD
3/(7x5y7) + 1/(6x6y5)
42x6y7