MCQ
The projection of the vector $i+j+k$ along the vector $j$ is
- ✓$1$
- B$0$
- C$2$
- D$-1$
$j = \frac{{(i + j + k)\,.\,j}}{{|j|}} = \frac{1}{1} = 1.$
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$R _{1}=\left\{( a , b ) \in R ^{2}: a ^{2}+ b ^{2} \in Q \right\}$ and $R _{2}=\left\{( a , b ) \in R ^{2}: a ^{2}+ b ^{2} \notin Q \right\}$
where $Q$ is the set of all rational numbers. Then