A man travelled 30 km east of a place A and reached B. From B he travelled 60 kilometer west of B and reached C. Find the distance of C from A About the author Clara
Answer: Directly from A to C distance is 94.868km Step-by-step explanation: The whole route will form a right angled triangle such that AC distance will be hypotenuse side. using Pythagoras theorem ie. AC² = BC² + AB² wherein BC = 60 & AB = 30 you will get AC = 94.868 Reply
Answer:
30 km
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Answer:
Directly from A to C distance is 94.868km
Step-by-step explanation:
The whole route will form a right angled triangle such that AC distance will be hypotenuse side.
using Pythagoras theorem ie.
AC² = BC² + AB²
wherein BC = 60 & AB = 30
you will get AC = 94.868