The resultant of two velocity vectors →A and →B is perpendicular to →A. The angle between →A and →B is 150∘. Find |→R||→B| where →R is the resultant vector.

The resultant of two velocity vectors →A and →B is perpendicular t

1.	The resultant of two velocity vectors →A and →B is perpendicular to →A. The angle between →A and →B is 150∘. Find \|→R\|\|→B\| where →R is the resultant vector.
Answer» The resultant of two velocity vectors $\to A$ and $\to B$ is perpendicular to $\to A$ . The angle between $\to A$ and $\to B$ is $150^{\circ}$ . Find $\frac{\| \to R \|}{\| \to B \|}$ where $\to R$ is the resultant vector.

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The resultant of two velocity vectors →A and →B is perpendicular to →A. The angle between →A and →B is 150∘. Find |→R||→B| where →R is the resultant vector.

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