Tuesday, March 16, 2010

taylor 15 march reflection

Since we are focusing on review tests right now i figured id start reviewing on the more recent chapters because those will start becomming foggy to us as we review the early chapters.


Graph shapes and their formulas

Limacon
r=a+b sin(theta)
r=a+b cos(theta)

Cardioid
a-b sin(theta)
a-b cos(theta)

Rose
r=a sin(n theta)
r=a cos (n theta)
(n=how many petals {if n isodd[#=n] if n is even [#=2n]}

Archimedes Spiral
r=a theta+b

Logarithmic Spiral
r=a^theta b


CONVERTING

when going from polar to rectangular you plug into

X=rcos(theta)
Y=rsin(theta)

and work out until you get a x point and a y point


when going from rectangular to polar you plug into

r=+/- squareroot X^2 +Y^2
and
Theta= (Y/X)

once youve solved for both of these you"ll plug into (+r, theta) (-r, theta)



i need help with a review of the formulas from the triangle section if anyone can help please do!

1 comment:

  1. Alrighty so here are the main formulas to remember for trig problems with triangles...

    TRIANGLES:

    SOHCAHTOA:
    sin (angle)=Opposite leg/Hypotenuse
    cos (angle)=Adjacent leg/Hypotenuse
    tan (angle)=Opposite leg/Adjacent leg

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