Mathematics - Circle Question with Solution | TestHub

Paragraph:Read the following passage and answer the questions. Let $ABCD$ be a square of side length 2 units. $C_2$ is the circle through vertices $A,B,C,D$ and $C_1$ is the circle touching all the sides of square $ABCD$. $L$ is the line through $A$.Question:If $P$ is a point on $C_1$ and $Q$ is a point on $C_2$, then $\frac{P{A}^2+P{B}^2+P{C}^2+P{D}^2}{Q{A}^2+Q{B}^2+Q{C}^2+Q{D}^2}$ is equal to