Let u → and v → be two non-zero vectors with the intermediate angle 45 ° . Then | u → × v → | =

Question

Let u &#8594; and v &#8594; be two non-zero vectors with the intermediate angle 45 &#176; . Then | u &#8594; &#215; v &#8594; | =

Aicharya · Accepted Answer

Given that, &#952; = 45 &#959; As we know that | u &#8594; &#215; v &#8594; | = u &#8594; v &#8594; sin &#952; &#160; &#38; &#160; u &#8594; &#183; v &#8594; = u &#8594; v &#8594; cos &#952; | u &#8594; &#215; v &#8594; | = u &#8594; v &#8594; sin 45 &#959; &#8658; | u &#8594; &#215; v &#8594; | = u &#8594; v &#8594; 2 &#8658; | u &#8594; &#215; v &#8594; | = u &#8594; v &#8594; cos 45 &#959; &#8658; | u &#8594; &#215; v &#8594; | = u &#8594; &#183; v &#8594;

Let u → and v → be two non-zero vectors with the intermediate angle 45 ° . Then | u →…

Solution

Let u &#8594; and v &#8594; be two non-zero vectors with the intermediate angle 45 &#176; . Then | u &#8594;…

Solution

Let u → and v → be two non-zero vectors with the intermediate angle 45 ° . Then | u →…