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A: Given that,
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A: LET THE VECTOR BE A.→GIVEN, x-COMPONENT OF A→, Ax = -25 UNITS Y-COMPONENT OF A→, Ay…
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A:
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A: Magnitude of vector A = 5 units Horizontal component of vector A = 2 units
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A:
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A: Given data: Vector A has Horizontal component (Ax) = -11 Vertical component (Ay) = 51 Required:…
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A: The answer is below
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A: Consider two dimensional motion of a particle.
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A: Magnitude of vector A→ = 23 units θ = 300o counterclockwise from + x axis
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A: Magnitude of vector A = Magnitude of vector B Let this magnitude = F θA = θA = θ
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A: x component of a vector = A Cos θ y component of a vector = A Sin θ
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A: magnitude represents the size (length) of the vector. which does not have direction
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A: Given- A→=46.53Ax=5.07
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A: A+B=-28 units36 units+B=-28 unitsB=64
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A: The x component of the vector A is
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How would you describe what happens to a vector when you multiply it by a scalar?
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