In the Cartesian plane above, the points $P, Q$ and $S$ are three vertices of the rectangle $P Q R S$ . Find the coordinates of $R$ .

(5, 6)

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(8, 2)

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(4, 6)

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(6, 4)

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Solution

The correct option is A $(5, 6)$
Drawing the perpendicular from $S$ and $Q$ intersect at $R (5, 6)$ , which is required point.

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In the Cartesian plane above, the points P,Q and S are three vertices of the rectangle PQRS. Find the coordinates of R.

The correct option is A (5,6)Drawing the perpendicular from S and Q intersect at R(5,6), which is required point.

In the Cartesian plane above, the points $P, Q$ and $S$ are three vertices of the rectangle $P Q R S$ . Find the coordinates of $R$ .

The correct option is A $(5, 6)$
Drawing the perpendicular from $S$ and $Q$ intersect at $R (5, 6)$ , which is required point.