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Math Equations

TermDefinition
Area of a trapezoid A = (1/2)(b + B)h
Distance formula (for finding diagonals, corner-to-corner distance, distance between points) d = SQRT ((a-b)^2 + (c-d)^2 + ...)
Volume of a cone V = 1/3 pi (r^2) h
Volume of a pyramid V = 1/3 Bh
Volume of a sphere V = 4/3 pi r^3
SA of a sphere SA = 4 pi r^2
Number of diagonals n(n-3)/2
Sum of interior angles of a polygon 180(n-2)
Number of sides of a polygon Total degrees/180 + 2
Degree measure of an interior angle 180(n-2)/n 180 - (360/n)
30-60-90 Triangle Values 1/2, SQRT(3)/2, SQRT(3) - Use left hand
45-45-90 Triangle Values SQRT(2)/2 (both x and y), 1 - use left hand
Z-Score Z = (actual score - mean) / standard deviation
Probability of independent events P(A and B) = P(A)*P(B)
Probability of dependent events (without replacement) P(A and B) = P(A)*P(B:A)
Probability of non-mutually exclusive events P(A or B) = P(A) + P(B) - P(both)
Probability of mutually exclusive events P(A or B) = P(A) + P(B)
Complimentary angles Supplementary angles add to 90 add to 180
Arithmetic Mean Add and divide by number of terms
Geometric Mean Multiply numbers and find square root OR Square root numbers and multiply
Discriminant b^2 - 4ac
Determinant multiply top left and bottom right, then subtract the product of top right and bottom left
How to find the vertex of a parabola -b/2a, then plug in to find y find the derivative, then plug x value in to find y
reference angles first quadrant angles that are equivalent to given angle always made with the nearest x axis
co-terminal angles angles that are either +/- 360 degrees or 2pi radians from a given angle
period of a sine/cosine function period of a tangent function 2pi/b pi/b
How to identify characteristics of a trig function (amplitude, period, phase shift, vertical shift) amplitude: coefficient of the entire function period: either 2pi or pi divided by the coefficient of x phase shift: horizontal shift inside parentheses vertical shift: vertical translation outside of parentheses
square root of the variance of a set of data standard deviation
finding equation of a tangent line find derivative, then find slope at the point, then use point-slope form
Derivative rules power rule, chain rule, product rule most common
Percents in a normal curve 1 sd away: 68% 2 sd away: 95% 3 sd away: 99.7%
Created by: adamrobb
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