The altitute of two purpose station at A and B, 80km apart are respectively 225m and 550m. There is an intervening obstruction at point C, 40km from A, it has an elevation of 285m. Ascertain if A and B are intervisible, and if necessary, find how much, station at B should be raised so that line of sight must nowhere be less than 3m above the surface of the ground.
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Let the speed of car starting from point A=x km/hr
The speed of car starting from point B=y km/hr
According to the first condition :The two cars travel in same direction-
speed⇒(x−y)
hr
km
∵speed=
time
distance
⇒x−y=
8
80
⇒x−y=10....eq1
According to the second condition :The two cars travel in opposite direction-
∵speed=
time
distance
⇒x+y=
3
4
80
⇒x+y=60....eq2
Adding eq1 and eq2
⇒2x=70⇒x=35
put x=35 in eq1
⇒35−y=60⇒y=25
Hence, the speed of car starting from point A=35km/hr
The speed of car starting from point B=25 km/hr.
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