A car started from a point A and travelled 24 kilometres towards south.It turned towards right and travelled 9 kilometres.After that it again turned towards right and travelled 24 kilometres.Then the car turned left and travelled 18kilometers and reached point B.If the car takes straight route from point A to point B ,then what will be the total distance between point A to point B?
Answers
Answer:
27 kilometers
Step-by-step explanation:
solution is in the image properly and carefuly
Answer:
The total distance between point A to point B is 27 km.
Step-by-step explanation:
Refer to be attachment below.
The directions of the car are:
Started from a point A and travelled 24 km towards south.
Let this be point C.
It turned towards right and travelled 9 km.
Let this point be D.
After that it again turned towards right and travelled 24 km.
Let this be point E.
Then the car turned left and travelled 18km and reached point B.
ACDE forms a rectangle.
Therefore, AC = ED = 24 km
and CD = AE = 9 km
The straight route of the car will be the straight line AB.
Total distance between A and B = AE + EB
= 9km + 18 km
= 27 km
Therefore, the total distance between point A to point B is 27 km.
