The speed of a motorboat in upstream is 12 km per hour while river is flowing with a speed of 2 km per hour. If the motorboat takes 3 hours more to travel x km in still water than to travel x – 24 km in downstream. Find the value of x?

The speed of a motorboat in upstream is 12 km per hour while river is

1.	The speed of a motorboat in upstream is 12 km per hour while river is flowing with a speed of 2 km per hour. If the motorboat takes 3 hours more to travel x km in still water than to travel x – 24 km in downstream. Find the value of x?
A.	154 km
B.	168 km
C.	175 km
D.	182 km
E.	None of these
Answer» C. 175 km

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The speed of a motorboat in upstream is 12 km per hour while river is flowing with a speed of 2 km per hour. If the motorboat takes 3 hours more to travel x km in still water than to travel x – 24 km in downstream. Find the value of x?

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