Mathnasium Assessment Info with complete solutions.

Perimeter of a Rectangle 2(L+W) Area of a Rectangle L*W Area of a Parallelogram B*H Circumference of a Circle 2piR Area of a Circle Pi*R^2 Pythagorean Theorem A^2+B^2=C^2 Area of a Triangle 1/2(B*H) Area of a Trapezoid 1/2(H)*(B1+B2) Volume of a rectangular solid LWH Surface Area of a Rectangular solid 2LW+2LH+2WH Volume of a Cylinder piR^2H Volume of a Cone 1/3(piR^2H) Volume of a Square Pyramid 1/3(SA base*H) Volume of a Sphere 4/3 pi*R^2 How many liters are in one quart 0.95 How many centimeters are in an inch 2.54 Howmany kilograms are in a pound 0.45 Celsius to Fahrenheit (9/5)T+32 Fahrenheit to Celsius (T-32)*5/9 Distance Formula ((X2-X1)^2+(Y2-Y1)^2)^1/2 Slope Formula Y2-Y1/X2-X1 How many feet in one mile 5280 How many feet in one yard 3 How many inches in one foot 12 How many pounds in one ton 2000 How many ounces in one pound 16 How many quarts in one gallon 4 How many pints in one quart 2 How many cups in one pint 2 How many fluid ounces are in one cup 8 How many days are in one year 365 How many hours are in one day 24 How many minutes are in an hour 60 How many seconds are in a minute 60 What is the quadratic formula -b+-sqrt(B^2-4ac)/2a Polygonal Degrees 180(n-2) 30-60-90 triangle Hypotenuse - 2x Short side - x Long side - x*sqrt(3) 45-45-90 trinagle hypotenuse - x*sqrt(2) Sides-x i sqrt(-1) i^2 -1 GCF Greatest factor that divides two numbers LCM Smallest number that is a multiple of both Relation Correspondence between 2 variables function Relation in which every x value has one corresponding y-value Vertical Asympote A factor in the denominator equals 0 Hole A factor in the numerator and denominator equal zero Horizontal Asymptote acronym Big bottom - y=0 Same degree - divide leading coefficient Big Top - 0 N No HA Polynomial degree classification 0 - constant 1 - linear 2 - quadratic 3 - cubic 4 - quartic 5 - quintic Polynomial term classification 1 - monomial 2 - binomial 3 - trinomial 4 - quadnomial 5 - polynomial Characteristics of a polynomial 1. No negative exponents 2. No fraction exponents 3. Leading coefficient has highest degree Multiplicity's effect 1 - cross even - bounce twist - odd End Behavior 1. Degree 2. Leading coefficient Down-up Odd degree, Positive Leading coefficient Up-down Odd Degree, negative leading coefficient Up-up Even degree, positive leading coefficient Down-down Even degree, negative leading coefficient Oblique Asymptote Occurs with no horizontal asymptote