The resultant of $A$ and $B$ makes an angle $\alpha$ with $A$ and $\beta$ with $B$, then
The resultant of $A$ and $B$ makes an angle $\alpha$ with $A$ and $\beta$ with $B$, then
- A
$\alpha < \beta$
- B
$\alpha > \beta$ if $A < B$
- C
$\alpha < \beta$ if $A=B$
- D
$\alpha < \beta$ if $A < B$
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