UGA Math Placement Test Questions with Verified Answers Graded A+
x=5 (lin equation) - -1 solution numerator and denominator are polynomials
4=5 (lin equation) - -0 solutions x to the -n - -1 divided by x to the n
5=5 (lin equation) - -infinite solutions x to the 1/n - -n root x
distance formula - -d squared= delta x x to the p/n - -(n square root) to p
squared plus delta y squared
x to the a times x to the b - -x to the a plus
Slope Intercept Formula - -y=mx+b b
Point Slope Formula - -y-y1=m(x-x1) (xy) to the a - -x to the a times x to the b
Two Point Formula - -y-y1=(y2-y1)/(x2-x1) x to the a / x to the b - -x to the a minus b
x (x-x1)
(x/y) to the a - -x to the a divided by x to the
Standard Form of a Line - -ax plus by b
equals c
x to zero - -one
if dividing an inequality by a negative number -
-flip the sign
standard form of quadratic equation - -ax^2
+ bx +c = 0
Interval notation - -Bracket= definite,
parentheses = indefinite
vertex form of a quadratic - -y= a(x-h)^2 + k
Quadratic Formula - -x equals -b plus or
minus the square root of b squared minus four ac h equals - --b/2a
over 2a
k equals - -f(h)
the rule that generates a function is - -
y=f(x)
in quadratics, (x,y) are equal to what in standard
form - -(h,k)
rational expression - -a fraction where the
1/3
x=5 (lin equation) - -1 solution numerator and denominator are polynomials
4=5 (lin equation) - -0 solutions x to the -n - -1 divided by x to the n
5=5 (lin equation) - -infinite solutions x to the 1/n - -n root x
distance formula - -d squared= delta x x to the p/n - -(n square root) to p
squared plus delta y squared
x to the a times x to the b - -x to the a plus
Slope Intercept Formula - -y=mx+b b
Point Slope Formula - -y-y1=m(x-x1) (xy) to the a - -x to the a times x to the b
Two Point Formula - -y-y1=(y2-y1)/(x2-x1) x to the a / x to the b - -x to the a minus b
x (x-x1)
(x/y) to the a - -x to the a divided by x to the
Standard Form of a Line - -ax plus by b
equals c
x to zero - -one
if dividing an inequality by a negative number -
-flip the sign
standard form of quadratic equation - -ax^2
+ bx +c = 0
Interval notation - -Bracket= definite,
parentheses = indefinite
vertex form of a quadratic - -y= a(x-h)^2 + k
Quadratic Formula - -x equals -b plus or
minus the square root of b squared minus four ac h equals - --b/2a
over 2a
k equals - -f(h)
the rule that generates a function is - -
y=f(x)
in quadratics, (x,y) are equal to what in standard
form - -(h,k)
rational expression - -a fraction where the
1/3
