極座標で表すと(x,y)=(rcosθ,rsinθ)
θ=ωtなので
x=rcosωt=rcos{(1/6π)×2}=rcos(1/3π)
y=rsinωt=rsin{(1/6π)×2}=rsin(1/3π)
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極座標で表すと(x,y)=(rcosθ,rsinθ)
θ=ωtなので
x=rcosωt=rcos{(1/6π)×2}=rcos(1/3π)
y=rsinωt=rsin{(1/6π)×2}=rsin(1/3π)
Users viewing this question
are also looking at these questions 😉
