Thanks for helping! Help with symmetries! Identify, graph, and state the symmetries of each polar equation. Write the scale that you are using for the polar axis. r=9cos(5 theta)
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cosine is the only even function ( a mirrored symmetry) while tangent and sine are odd functions (symmetry at the origin)
It asks me for symmetry about the polar axis, etc.
first we need to graph this... you may need to let theta = pi/2, pi , 3pi/2 , 2pi , pi/4, pi/3, pi/6 to figure out your r and graph it (r, theta)
Like this?
umm let me check in a bit. I am with someone atm
ok cool
is that desmos?
yea
cool. so we have a flower in the graph
yup
I know for a fact it has symmetry about the polar axis
but I need help with the rest
yeah.. I see a petal on the far right |dw:1434251562785:dw| oh wow my draw is broken
that one shows symmetry on that one petal only
yup
But there was an equation thing for it that I used and it worked.
equation thing?
since cos is always equal
r=9cos(5(-theta))=
9cos(-5 theta)
9cos(5 theta)
and it's also the only even function...
yup
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