Question

Point J is 12m east of point H is 5m west of point C. point L is 10m east of point F ponit F is 16m south of point K. point D is 8m north of point L. point E is 3m east of point D.point C is 10m north point E. point L is in which direction with respect to C? a) South- East. b)North-East. c.)South-west. d) North-west.​

Answer 1

Answer:

South-west.

Step-by-step explanation:

Step : 1  Using the directions provided, we will begin the question by creating .

We will only consider the locations of H and D since we need to determine the shortest path between them.Point Dis is eight metres north of point L and five metres west of point C.

D and E are three metres apart, but C and E are ten metres apart.H is m distant from C, which is to the north of E South-west . In order for H to travel from point A to point D, it must first travel 10 metres south and then 2 metres east.

Step : 2  The shortest distance between H and D must be determined.

To further comprehend this issue, a diagram must be created.

In this diagram, the line segments JK, HC, LF, FK, DL, ED, and CE are shown.

By looking at the figure, we may disregard the linesegments KJ, KF, and FL in order to get the shortest distance between D and H.

Focus on DE, EC, and HC for the time being.

Find H's and D's shortest distance, please.

Step : 3  We must go 10 metres down and 2 metres east in order to get from H to D.

Between H and D, the shortest distance is

$\begin{aligned}& 10+2 \\& =12 m\end{aligned}$

Therefore, the shortest distance between H and D is 12m.

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Answer 2

The correct option is c.) South-west.

We must follow the path that connects the two points in order to determine the direction of point L with respect to point C. To get to point E, we first leave point C and move 10 meters to the north. To get to point D, we then move 3 meters to the west. We then travel 8 meters southward from point D to get to point L.

We can see from this path that point L is situated southwest of point C. This indicates that if a line were drawn from points C and L, it would point in the direction of the southwest.

In conclusion, to find the direction between two points, we must trace the path that connects them and describe the direction of the line using the cardinal directions (north, south, east, and west).

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