A man cycles from A to B, a distance of 20 km in 1 hour and 20 minutes. The road from A is at level for 12 km and then it is uphill to B. If the man's average speed on level is 18 km/hr, then what is his uphill speed.
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Answer:
Let the original average speed of the cyclist be x km/hr
Time=
Speed
Distance
Then as per given condition
(x−1)
14
=
x
14
+
3
1
⇒
x(x−1)
14x−14(x−1)
=
3
1
⇒
x
2
−x
14
=
3
1
⇒x
2
−x−42=0
⇒x
2
−7x+6x−42=0
⇒x(x−7)+6(x−7)=0
⇒(x−7)(x+6)=0
⇒x=7 or −6
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