A village v Which is edge kilometer on a bearing of 40° from a point 0 calculate how Far the village is of north 0 [hint sin40=0.6428 cos40=0.7660 tan40=0.8391

Answer 1

To calculate how far the village is north of point 0, we need to find the component of the distance that lies in the north direction.

Let's assume the distance between the village v and point 0 is D kilometers.

The component of D in the north direction can be found by multiplying D by the sine of the angle (40°).

So, the distance north of point 0 is D * sin(40°).

Given that sin(40°) = 0.6428, we can calculate the distance north of point 0 as:

Distance north = D * 0.6428

Note that we do not have the value of D, so we cannot calculate the exact distance north of point 0 without that information.