A particle of mass 1 kg is subjected to a force which depends on the position...

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A particle of mass 1 kg is subjected to a force which depends on the position as F = -k( xî + yj) kg ms (1/2 i + √²)) m² with k = 1 kg s². At time t = 0, the particle's position 7 = -î+√√2m and its velocity v = (-√2î + √2) + -√√2î+√√2j+kms, k)ms"'.: T velocity, respectively. Ignore gravity. When z = 0.5 m, the value of (x vy - y vx) is Let v, and vy denote the x and the y components of the particle's m² s ¹. A particle of mass 1 kg is subjected to a force which depends on the position as F = -k( xî + yj) kg ms (1/2 i + √²)) m² with k = 1 kg s². At time t = 0, the particle's position 7 = -î+√√2m and its velocity v = (-√2î + √2) + -√√2î+√√2j+kms, k)ms"'.: T velocity, respectively. Ignore gravity. When z = 0.5 m, the value of (x vy - y vx) is Let v, and vy denote the x and the y components of the particle's m² s ¹.

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