find the pedal equation of rsquare =a square cos 2 theta
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We have x=rcosθ,y=rsinθ
So, r²=x²+y ²
Given r²=a²cos²θ
⇒r²=a²(cos²θ−sin²θ)
⇒r² =a (x²/r² - y² /r²)
⇒(r²)²=a²(x²-y²)
⇒(x²+y²) = a²(x²-y²)
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