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A collision occurs between a 1.26 kg particle traveling with velocity V1→ = (−2.35 m/s)i^ + (−5.67 m/s)j^ and a 4.91 kg particle traveling with velocity V2→ = (6.97 m/s)i^ + (−2.80 m/s)j^. The collision connects the two particles. What then is the (a)x component and (b)y component of their velocity? Express their velocity as a (c) magnitude and (d) angle (in the range (−180∘, 180∘) from the +x axis? (a) Number Units (b) Number Units (c) Number Units (d) Number Units

A collision occurs between a 1.26 kg particle traveling with velocity V1→ = (−2.35 m/s)i^ + (−5.67 m/s)j^ and a 4.91 kg particle traveling with velocity V2→ = (6.97 m/s)i^ + (−2.80 m/s)j^. The collision connects the two particles. What then is the (a)x component and (b)y component of their velocity? Express their velocity as a (c) magnitude and (d) angle (in the range (−180∘, 180∘) from the +x axis? (a) Number Units (b) Number Units (c) Number Units (d) Number Units

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A collision occurs between a 1.26 kg particle traveling with velocity V → 1 = ( − 2.35 m / s ) i ^ + ( − 5.67 m / s ) j ^ and a 4.91 kg particle traveling with velocity V → 2 = ( 6.97 m / s ) i ^ + ( − 2.80 m / s ) j ^ .The collision connects the two particles. What then is the ( a ) x component and (b)y component of their velocity? Express their velocity as a (c) magnitude and ( d ) angle (in the range ( − 180 ∘ , 180 ∘ ) from the + x axis? (a) Number (b) Number (c) Number (d) Number
Units ◻
Units ◻
Units ◻
Units

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