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A vector has components {p} and 1 with respect to a rectangula

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A vector has components $p$ and 1 with respect to a rectangular Cartesian system. The axes are rotted through an angel $α$ about the origin the anticlockwise sense. Statement 1: IF the vector has component $p + 2$ and 1 with respect to the new system, then $p = - 1 .$ Statement 2: Magnitude of the original vector and new vector remains the same.

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A vector has components

p

and 1 with respect to a rectangular Cartesian system. The axes are rotted through an angel

α

about the origin the anticlockwise sense. Statement 1: IF the vector has component

p + 2

and 1 with respect to the new system, then

p = - 1 .

Statement 2: Magnitude of the original vector and new vector remains the same.

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Question Text

A vector has components

p

and 1 with respect to a rectangular Cartesian system. The axes are rotted through an angel

α

about the origin the anticlockwise sense. Statement 1: IF the vector has component

p + 2

and 1 with respect to the new system, then

p = - 1 .

Statement 2: Magnitude of the original vector and new vector remains the same.

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