If two vectors \(\vec A\;and\;\vec B\) are at an angle θ ≠ 0°, then _________.

\(\left| {\vec A} \right| + \left| {\vec B} \right| = \left| {\vec A + \vec B} \right|\)

\(\left| {\vec A} \right| + \left| {\vec B} \right| > \left| {\vec A + \vec B} \right|\)

\(\left| {\vec A} \right| + \left| {\vec B} \right| < \left| {\vec A + \vec B} \right|\)

\(\left| {\vec A} \right| + \left| {\vec B} \right| = \left| {\vec A - \vec B} \right|\)

If two vectors \(\vec A\;and\;\vec B\) are at an angle θ ≠ 0°, th

1.	If two vectors \(\vec A\;and\;\vec B\) are at an angle θ ≠ 0°, then _________.
A.	\(\left\| {\vec A} \right\| + \left\| {\vec B} \right\| = \left\| {\vec A + \vec B} \right\|\)
B.	\(\left\| {\vec A} \right\| + \left\| {\vec B} \right\| > \left\| {\vec A + \vec B} \right\|\)
C.	\(\left\| {\vec A} \right\| + \left\| {\vec B} \right\| < \left\| {\vec A + \vec B} \right\|\)
D.	\(\left\| {\vec A} \right\| + \left\| {\vec B} \right\| = \left\| {\vec A - \vec B} \right\|\)
Answer» E.