What is the slope?
y = -x + 3
m = -1
Factor Completely:
v2 - 2v - 3
(v + 1) (v - 3)
Solve using the Quadratic Formula:
x2 - 4x - 4 = 0
x = 2
Simplify Completely:
(3x3y2)(3yx2)
9x5y3
Expand:
log(x/y)
logx - log y
What is the slope?
3x = -2y - 6
m = -3/2
Factor Completely:
3x2 - 4x
x(3x - 4)
Solve using the Quadratic Formula:
2x2 + 5x + 2 = 0
x = -1/2
and x = -2
Simplify Completely:
(-xy)(-x-4)3
y/x^11
Condense:
5log7x - 5log7y
log_7(x/y)^5
What is the slope given two points?
(-19, 10) and (3, -14)
-12/11
Factor Completely:
5r2 - 21r - 54
(5r + 9) (r - 6)
Solve using the Quadratic Formula:
-18 - r = -4r2
r = 9/4
and r = -2
Simplify Completely:
((m^-1n^2*-m^0)/(-2m^-4n^4))^4
m^12/(16n^8)
Expand:
log4(u6v)2
12log4u + 2log4v
Find the equation of the line that passes through the point (3, -2) and is parallel to the equation:
y = -7/3x-3
y=-7/3x+5
Factor Completely:
-6m2 + 37m - 45
-(3m - 5) (2m - 9)
Solving using Quadratic Formula:
-4 = -4x - 6 + 5x2
x = [2 + sqrt(14)] / 5
and
x = [2 - sqrt(14)] / 5
Simplify Completely:
(mp^4q^-1)/(2m^-1p^4p^-2q^0)^3
m^4/(8qp)
Expand:
6log9z + 36log9x + 6log9y
log9(x36y6z6)
Find the equation of the line that passes through the point (-4, -3) and is perpendicular to the equation:
y=-3/2x-4
y=2/3x-1/3
Factor Completely:
18p2 + 15p - 168
3(2p + 7) (3p - 8)
Solve using the Quadratic Formula:
-3x2 + 12x - 27 = -6x2 + 9x - 9
x = 2 and x = -3
Simplify Completely:
((m^2*m^(1/2)n^-1)/(m^(3/4)n^2))^(-7/4)
(n^(21/4)m^(15/16))/m^4
Condense:
1/3 log_3a + 1/3 log_3b + 1/3 log_3c + log_3d
log_3(d (abc)^(1/3))