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Answered by Anonymous
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SreemyaGavini
Secondary SchoolMath 8+4 pts


A and B are two points 150 km apart on a highwaytwo cars start with different speeds from A and B at the same time. if they move in the same Direction they meet in 15 hours but if they move in the opposite direction they meet in 1 hours. find their speed .
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deepikakvvk06
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Hi !

Case I : When they travel in same direction

Speed of car starting from A = x km/hr
Time taken = 15 hrs
Distance travelled by A = speed x time = 15x metres

Speed of car starting from B = y km/hr
Time taken = 15 hrs
Distance travelled by B = speed x time = 15y metres

If they travel in same direction and reach in same time , they reach at a point C
[ A picture is attached , refer to the pic 1 ]
We know that AB = 150 km
also ,
AC = 15x metres [ distance traveled by A ]
BC = 15y metres [ distance traveled by B]

AB = AC - BC
150 = 15x - 15y

15x - 15y = 150

x - y = 10 -----> (1)

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Case II : When they move in opposite directions :-

Speed of car A = x km/hr
Time taken = 1 hr
Distance = x metres

Speed of car B = y km/hr
Time taken = 1 hr
Distance = y metres

If they travel in opposite directions , they meet at a point C , between A and B [ refer to the pic 2 ]

x + y = 150 -----> (2)

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Solving equations 1 and 2 , we get



x - y = 10
x + y = 150
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2x = 160

x = 80

x - y = 10

y = 70

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Speed of car starting from A = 80 km/hr
Speed of car starting from B = 70 km/hr
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