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[Video Solution] Let \vec a=\hat i+\hat j+√2\,\hat k, \vec b=b_1\hat i+b_2\hat j+√2\,\hat k, \... | ASPIRE STUDY

Let \vec a=\hat i+\hat j+√2\,\hat k, \vec b=b_1\hat i+b_2\hat j+√2\,\hat k, \vec c=5\hat i+\hat j+√2\,\hat k be three vectors such that the projection vector of \vec b on \vec a is \vec a. If \vec a+\vec b is perpendicular to \vec c, then |\vec b| is equal to: | Watch the step-by-step video solution for this NIMCET PYQ.

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