A proton is accelerated from rest by a voltage of 2,685 V. What will be its radius of curvature (in mm) if it moves in a plane perpendicular to a a uniform 9-T field? mm
Q: 2- find the unit vector perpendicular to the vector P= 3ax +2y +ag
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Q: Find resultant
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Q: Which one to use
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Q: [P,P2] = -iħ o -1 O ih o o
A: Ques:
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A: Ans; 35.102 unit2 Explanation:Step 1:
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A: Given: Vector A→=3x^+3y^+z^ and vector B→=-4x^-2y^+5z^
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Q: Ã = (5 m/s)î + (2 m/s)j, B = (3 kg · m/s²)î + (2 kg · m/s²)I %3D
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A: Magnitude of vector A→ = 23 units θ = 300o counterclockwise from + x axis
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A: It is a type of vector multiplication.
Q: 1. Find the unit vector in the direction w^ = 6^ - 2j^
A: The unit vector in the direction of w→=6 i^-2 j^. Given, w→=6 i^-2 j^
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Q: v = i - 5j, w = 2i +j+2k and the angle between v and w is 45, find v. w and v X w
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Q: its not 2.42
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A: Given a=40 b=8 c=2
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A: Find a unit vector â parallel to the vector A = 41 – 3 j
Q: I don't need the solution. I need the diagram/illustration of the problem
A: Given data: The mass of gold and wood are, CG=130 J/kg·KCW=1800 J/kg·K The mass of each is m=0.1 kg.…
Q: Ā = 3î + 43, B = î + 2)
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Q: Question 6
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