Math Placement EXAM PREP ALREADY
PASSED
Convert radians to degrees - =Radians • 180 degrees/pi radians
Convert degrees to radians - =Degrees • pi radians/180 degrees
Find radian measure of an angle - =Theta=s/r when central angle is given
Arc=r•theta when arc length is given
Radius=s/theta when radius is given
Log bY=X - =•when b is greater than Y remember that is m/n
•when b less than Y and no whole number can be raised remember to set exponential equation
Product Property of Logs - =LogbXY<-->logbX+logbY
Power Property of Logs - =LogbX^r <--> rlogbX
Quotient Property of Logs - =Logb(X/Y)<-->logbX-logbY
Canceling a log - =Use exponentiation:
2^log2(x^2 +3x)=2^2
(x^2+3x)=2^2
Translation - =(x,y)-->(x+2,y-2)
, Perpendicular lines - =One solution
Independent
Consistent
Parallel lines - =No solution
Inconsistent
Same equation line - =Infinite solutions
Dependent
Consistent
Parabola that intersects x-axis at two points - =Two solutions
Parabola that intersects x-axis at one point - =One solution
Parabola that intersects x-axis at no points - =No solution
Parabola that intersects at the origin - =Infinite solutions
K in vertex form - =K units up or down
H in vertex form - =Shifts h units right or left
Vertex in vertex form - =(H,K)
-a in vertex form - =Reflects across horizontal axis
PASSED
Convert radians to degrees - =Radians • 180 degrees/pi radians
Convert degrees to radians - =Degrees • pi radians/180 degrees
Find radian measure of an angle - =Theta=s/r when central angle is given
Arc=r•theta when arc length is given
Radius=s/theta when radius is given
Log bY=X - =•when b is greater than Y remember that is m/n
•when b less than Y and no whole number can be raised remember to set exponential equation
Product Property of Logs - =LogbXY<-->logbX+logbY
Power Property of Logs - =LogbX^r <--> rlogbX
Quotient Property of Logs - =Logb(X/Y)<-->logbX-logbY
Canceling a log - =Use exponentiation:
2^log2(x^2 +3x)=2^2
(x^2+3x)=2^2
Translation - =(x,y)-->(x+2,y-2)
, Perpendicular lines - =One solution
Independent
Consistent
Parallel lines - =No solution
Inconsistent
Same equation line - =Infinite solutions
Dependent
Consistent
Parabola that intersects x-axis at two points - =Two solutions
Parabola that intersects x-axis at one point - =One solution
Parabola that intersects x-axis at no points - =No solution
Parabola that intersects at the origin - =Infinite solutions
K in vertex form - =K units up or down
H in vertex form - =Shifts h units right or left
Vertex in vertex form - =(H,K)
-a in vertex form - =Reflects across horizontal axis