Quantitative Flashcards
1/9
.111= 11.1%
1/6
.166=16.6%
1/8
.125= 12.5%
logab=c
a^c=b
sum of interior angles
sum=(n-2)*180
diameter of a square
d=Lsqrt(2)
Sphere formulas
Volume: (4/3)π r3
SA=4π r2
Cylinder Formulas
Volume= V=Ah=πr2h
SA= 2πrh
Temperature Conversions
C=(F-32)/1.8
C= 5/9 * (F-32)
K=C+273
Trig identities
Cos2 θ+sin2 θ=1
1+tan2θ=sec2θ
cot2θ+1=csc2θ
domain and range of Cos
D: ARN
range: [-1,1]
domain and range of sin(x)
D: ARN
range: [-1,1]
domain and range of tan(x)
domain: (-pi/2, pi/2)
range: ARN
domain and range of cot(x)
D: (-pi,pi)
R: ARN
Domain and range of sec(x)
D:(-pi/2, pi/2)
R: (-inf, -1] u [1, inf)
domain and range of csc(x)
D:(-pi, pi)
R: (-inf, -1] u [1, inf)
domain and range of sin^-1(x)
D: [-1,1]
Range: [-pi/2, pi/2]
domain and range of cos^-1(x)
D: [-1,1]
Range: [0,pi]
difference of cubes
a^3 +/- b^3= (a+/-b)(a^2 -(+/-) ab +b^2)
domain an
Derivatives: product rule
g* f’+ f*g’
Derivative quotient rule
(g*f’ - f*g’) / g2
Mean Statistics
population mean: μ
sample mean: x-bar
Standard Deviation
population: sigma
sample: s
68% of data in +/- 1 stdev
95% of data in 2 stdev
99.7% within 3 stdev
Z and t scores
z= (x- mu)/ sigma t= (x - xbar)/s
larger the number; further from mean.
t score with sample size n
Cos(pi/6)
sqrt(3)/2