Angular momentum is perpendicular to which axis x axis , y axis or z axis....... if.. r ^ = ( i ^ + 2j ^ - k ^ ) and p ^ =( 3i ^ + 4j ^ - 2k ^ )

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shashi K Sharma · Answer

Dear Student Using the method of cross product, we get L= -j ^ – 2k ^. As this angular momentum lies in the Y-Z plane it is perpendicular to X-axis

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Angular momentum is perpendicular to which axis x axis , y axis or z axis....... if.. r ^ = ( i ^ + 2j ^ - k ^ ) and p ^ =( 3i ^ + 4j ^ - 2k ^ )

Angular momentum is perpendicular to which axis x axis , y axis or z axis....... if.. r^{^}= ( i^{^}+ 2j^{^}- k^{^}) and p^{^} =( 3i^{^}+ 4j^{^}- 2k^{^})

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Angular momentum is perpendicular to which axis x axis , y axis or z axis....... if.. r ^ = ( i ^ + 2j ^ - k ^ ) and p ^ =( 3i ^ + 4j ^ - 2k ^ )

Angular momentum is perpendicular to which axis x axis , y axis or z axis....... if.. r^= ( i^ + 2j^- k^) and p^ =( 3i^+ 4j^- 2k^)

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Angular momentum is perpendicular to which axis x axis , y axis or z axis....... if.. r^{^}= ( i^{^}+ 2j^{^}- k^{^}) and p^{^} =( 3i^{^}+ 4j^{^}- 2k^{^})