3-1.Vectors
easy

$\vec A$ અને $\vec B$ નો પરિણામી $\vec A$ સાથે $\alpha $ ખૂણો બનાવે છે. અને  $\vec B$ સાથે $\beta $ ખૂણો બનાવે તો ..... 

A

$\alpha < \beta $

B

$\alpha < \beta $ જો $A < B$

C

$\alpha < \beta $ જો $A > B$

D

$\alpha < \beta $ if $A = B$

Solution

$\overrightarrow{ A }=\overrightarrow{ R } \cos \alpha$

$\overrightarrow{ B }=\overrightarrow{ R } \cos \beta$

If $\alpha < \beta$

Then, $\cos \alpha > \cos \beta$

$\overrightarrow{ R } \cos \alpha>\overrightarrow{ R } \cos \beta$

Hence, hence, $\vec{A} > \vec{B}$

So, we can say that, if $\vec{A} > \vec{B}, \alpha < \beta$

Standard 11
Physics

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