If \(\vec{a}\)=3\(\hat{i}\)+2\(\hat{j}\)+2\(\hat{k}\), \(\vec{b}\)=2\(\hat{i}\)-8\(\hat{j}\)+\(\hat{k}\), find \(\vec{a}+\vec{b}\).

5\(\hat{i}\)+\(\hat{j}\)+3\(\hat{k}\)

5\(\hat{i}\)-6\(\hat{j}\)+3\(\hat{k}\)

5\(\hat{i}\)-6\(\hat{j}\)-3\(\hat{k}\)

5\(\hat{i}\)+6\(\hat{j}\)+3\(\hat{k}\)

If \(\vec{a}\)=3\(\hat{i}\)+2\(\hat{j}\)+2\(\hat{k}\), \(\vec{b}\)=2\(

1.	If \(\vec{a}\)=3\(\hat{i}\)+2\(\hat{j}\)+2\(\hat{k}\), \(\vec{b}\)=2\(\hat{i}\)-8\(\hat{j}\)+\(\hat{k}\), find \(\vec{a}+\vec{b}\).
A.	5\(\hat{i}\)+\(\hat{j}\)+3\(\hat{k}\)
B.	5\(\hat{i}\)-6\(\hat{j}\)+3\(\hat{k}\)
C.	5\(\hat{i}\)-6\(\hat{j}\)-3\(\hat{k}\)
D.	5\(\hat{i}\)+6\(\hat{j}\)+3\(\hat{k}\)
Answer» C.