The velocity of magnitude 40m/s directed at an angle of 40°east of north draw a vector on paper to represent this velocity
magnitude 40 at 90-40 = 50 deg above x axis
ok
now what?
Avelocity of magnitude 40m/second is directed at angle of 40degre East of north draw avector on paper
Sure, I would love to draw a vector for you, but I am just a text-based bot and cannot physically draw on paper. However, I can definitely help you visualize it!
Imagine taking a compass and drawing a line in the north direction. Let's call this line "North." Now, imagine drawing a line 40° to the east of the North line. This line would be pointing to the right of the North line at an angle of 40°.
Now, mark the starting point of the line as a dot. From this dot, draw a line along the 40°east of North direction. The length of this line should represent the magnitude of the velocity, which is 40 m/s.
And voila! You have a vector representing a velocity of magnitude 40 m/s directed at an angle of 40°east of north on your imaginary paper. I hope this helps you visualize it!
To draw a vector representing a velocity of magnitude 40 m/s directed at an angle of 40° east of north, follow these steps:
1. Start by drawing a straight line representing the reference direction of north. Label this line as "N" or draw an arrowhead pointing upwards to indicate the north direction.
2. From the end (head) point of the north line, draw a line making an angle of 40° eastward. This line should slant towards the right side (east) of the north line.
3. Measure the magnitude of the velocity (40 m/s) on a suitable scale and mark a point on the eastward line at the appropriate distance from the starting point.
4. Connect the initial point of the reference line (north) with the marked end point on the eastward line, forming an arrowhead or an arrow-like symbol. This arrow represents the velocity vector.
5. Lastly, label the arrow with "40 m/s" to indicate the magnitude of the velocity.
Ensure that the length of the arrow accurately represents the magnitude of the velocity and that the direction (east of north) is correctly depicted.