A man start walking from home due north at the rate of 3km an hour and reaches a place A in 2hours and from A he walks due East and reaches a place B in 2+2/3hrs. In what time can he walk straight from home to B at the same rate? Prove 3+1/3hrs.
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Step-by-step explanation:
simple we have to use directions to make the diagram of the path for better understanding and then I use the pythogoras theorem for solving the problem...
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Answer:
x=2+2 2/3
x= 14/3
x=4 2/3
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