Consider three vectors, A, B, and C such that A+ B+C = -3.11 m. Find the magnitude of C if Á and B have components of: A, -0.77 m Ay Ba By -0.06 m 1.06 m 0.44 m C =

Q: Q: If A- fi+2f) and E - fi+2f]+ 3f k,fis constant, find the angle between these two vectors?

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Q: [P,P2] = -iħ o -1 O ih o o

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Q: if A=9,8 â+7,3 ây+2 âz and B=9 â +7,9 ây +7,2 â . if A x B=K â+Lây + Mây, then L=? Yanıt:

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A: Ans; 35.102 unit2 Explanation:Step 1:

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A: Vector in terms of components A=(Ax  2 +Ay 2 )1/2

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Q: Figure 1 B (15.0 m) Ď (10.0 m) 30.0 53.0 25.0 Ĉ (12.0 m) Á (8.00 m)

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Q: Find the angle between vector a and b if a 21 +j- k and b 3i - 6j + 2k

A: a→ = 2i^ + j^ - k^b→ = 3i^ - 6j^ + 2k^

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A: Given: A→=3i+1j-2kB→=1i-3j+4k

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Q: In the cross (or vector) product qu x B we know that 9=1 -307 +9.07+-212 -3.07+4.07 +6.0 B=B₁1+B7+BA…

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Q: If the magnitude of the vector product of two vectors a and b are are equal to ab, then what do we…

A: Given data: The magnitude of the vector product of two vectors a and b a→×b→ = ab