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Let {P},{Q},{R}and {S}be the points on the plane with position

Question

Let $P, Q, R$ and $S$ be the points on the plane with position vectors $- 2 i - j, 4 i, 3 i + 3 j a n d - 3 j + 2 j,$ respectively. The quadrilateral $P Q R S$ must be aParallelogram, which is neither a rhombus nor a rectangleSquareRectangle, but not a squareRhombus, but not a square

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Sophia Discussed

Let

P, Q, R

and

S

be the points on the plane with position vectors

- 2 i - j, 4 i, 3 i + 3 j a n d - 3 j + 2 j,

respectively. The quadrilateral

P Q R S

must be aParallelogram, which is neither a rhombus nor a rectangleSquareRectangle, but not a squareRhombus, but not a square

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Question Text

Let

P, Q, R

and

S

be the points on the plane with position vectors

- 2 i - j, 4 i, 3 i + 3 j a n d - 3 j + 2 j,

respectively. The quadrilateral

P Q R S

must be aParallelogram, which is neither a rhombus nor a rectangleSquareRectangle, but not a squareRhombus, but not a square

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