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Parent rational function
f(x) = 1/x
Piecewise function
Arithmetic function
aā = d(n - 1) + aā
Geometric function
aā = aā ā (rāæ ā» Ā¹)
Finding an exponential function w/ two points
yā = yā ā bā½Ė£ā ā» Źøāā¾
Logarithmic function
y = logbx
Circumference of a circle
2Ļr
Arc length
r(Īø)
Cosine function
f(Īø) = acos(bĪø Ā± c)+ k
Sine function
f(Īø) = asin(bĪø Ā± c)+ k
Period of sine/cosine functions
2Ļ/b
Tangent function
f(Īø) = atan(bĪø Ā± c)+ k
Cotangent function
f(Īø) = acot(bĪø Ā± c)+ k
Secant
sec = 1/cos
Cosecant
1/sin
Cotangent
1/tan
cos/sin
sin(Ī± Ā± Ī²)
sin(Ī± Ā± Ī²) = sinĪ±cosĪ² Ā± sinĪ²cosĪ±
cos(Ī± Ā± Ī²)
(Ī± Ā± Ī²) = cosĪ±cosĪ² ā sinĪ±sinĪ²
1
sinĀ²Īø + cosĀ²Īø = 1
secĀ²Īø
1 + tanĀ²Īø = secĀ²Īø
cscĀ²Īø
1 + cotĀ²Īø = cscĀ²Īø
Polar to rectangular
x = r ā cosĪø
y = r ā sinĪø
Rectangular to polar
r = āaĀ²+bĀ²
Īø = tanā»Ā¹(y/x)
Complex rectangular
a + bi
Complex polar
r(cosĪø + isinĪø)
LimaƧons
r = a Ā± bcosĪø
r = a Ā± bsinĪø
Circles
r = acosĪø
r = asinĪø
Roses
r = acos(nĪø)
r = asin(nĪø)
ROC of polar functions
(r2 - r1) / (Īø2 - Īø1)