Polar graphs

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Last updated 6:08 PM on 4/29/26
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24 Terms

1
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θ=a

line

<p>line</p>
2
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r=a

circle

<p>circle</p>
3
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r= a cos θ

circle on x axis

<p>circle on x axis</p>
4
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r= a sin θ

circle on y axis

<p>circle on y axis</p>
5
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r= a+b cos θ (a=b)

cardiod (x axis)

<p>cardiod (x axis)</p>
6
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r= a+b sin θ (a=b)

cardiod (y axis)

<p>cardiod (y axis)</p>
7
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r= -a-b cos θ (a>b)

no inner loop

<p>no inner loop</p>
8
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r= a+b sin θ (a>b)

no inner loop

<p>no inner loop</p>
9
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r= a+b sin θ (a

inner loop

<p>inner loop</p>
10
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r= a+b cos θ (a

inner loop

<p>inner loop</p>
11
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r= a cos(3θ)

three rose petal (symmetrical over x)

<p>three rose petal (symmetrical over x)</p>
12
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r= a sin (2θ)

4 petals (over y)

<p>4 petals (over y)</p>
13
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r= a cos(2θ)

4 petals (over x)

<p>4 petals (over x)</p>
14
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r=aθ

spiral

<p>spiral</p>
15
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you only need to find angle between axis for what king of rose graph

sin rose graph

16
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angle between petals

360/number of petals

17
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angle between axis and petals

90/number of petals

18
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in a rose graph number next to θ is

number of petals

19
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in a rose graph the number in front of the rest of the equation is equal to

length of petals

20
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conversion equations

y=rsinθ

x=rcosθ

r^2=x^2+y^2

tanθ=y/x

21
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length of loop

b-a is always the negative if the graph is positive

22
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length of rest (for loop)

b+a is always positive if the graph is positive

23
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FOR A LIMACON AND CARDIOINAL GRAPHS ONLY and the odd number rose graphs (both sin and cos)

how do you know when it's negative

the b is negative

24
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For axis circle graphs the radius is

A/2