If A=(2i+3j−k) m and B=(i+2j+2k) m. The magnitude of component of vector A along vector B

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If A=(2i+3j-k)m and B=(i+2j+2k)m.The magnitude of component of vector A along vector B will be _ m. If A=(2i+3j-k)m and B=(i+2j+2k)m.The magnitude of component of vector A along vector B will be _ m.
If A= 2i+3j-k and B=I+2j+2k then the magnitude of component of vector A along vector B will be.... If A= 2i+3j-k and B=I+2j+2k then the magnitude of component of vector A along vector B will be....
If A =(2i +3j k ̂)m and B ⃗=(i +2j +2k ̂)m. The magnitude of component of vector A ⃗ along vector B If A =(2i +3j k ̂)m and B ⃗=(i +2j +2k ̂)m. The magnitude of component of vector A ⃗ along vector B
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Vectors (GCE 2021 paper 2) Vectors (GCE 2021 paper 2)
Component of the vector A = 2i + 3j along the vector B = (i + j) is(a)52(b) 4 2(c)23(d) None of thes Component of the vector A = 2i + 3j along the vector B = (i + j) is(a)52(b) 4 2(c)23(d) None of thes
2 | A and B are two vectors given by A = 2i + 3j and B = i + j. the magnitude of the component of A 2 | A and B are two vectors given by A = 2i + 3j and B = i + j. the magnitude of the component of A
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