Answer :
Answer:
There are instances when the vectorial component or nature are important in solving problems.
Explanation:
The directional component of the velocity vector might become very important in some situations
Velocity problems involving topography; whether the velocity situation involves uphill or downhill for instance would have significant impact on the equation being solved, as deceleration or acceleration might occur, which would affect the velocity.
The resultant velocity of the boat and the river can be calculated by the application of vector diagram resulting to Pythagorean's theorem.
Velocity is a distance travelled in a specific direction per time taken. Velocity is a vector quantity and some questions involving velocity can be solved vectorially.
An example where the vectoral nature of velocity would be important when solving a problem will be a scenario where a boat is moving perpendicularly across a flowing river of high current.
Let assume that the river is flowing in west - east direction with a certain velocity. And the boat is moving across the river in north - south direction with a specific velocity.
The resultant velocity of the boat and the river can be calculated by the application of vector diagram resulting to Pythagorean's theorem.
Therefore, the vectoral nature of velocity will be important when solving a resultant velocity problem of a boat crossing a flowing river.
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