Two cars, A and B started moving from the same point at the same time towards opposite direction (A toward North and B towards South). If the speed of car A is 34.5 kmph and that of car B is 41.5 kmp…

Question

Two cars, A and B started moving from the same point at the same time towards opposite direction (A toward North and B towards South). If the speed of car A is 34.5 kmph and that of car B is 41.5 kmph. after how much time will they be 684 km apart? (in hours)

PYQPulse · Accepted Answer

9

PYQPulse · Answer

Explanation: $$\because$$ The cars are moving in opposite direction $$	herefore$$ Relative speeds = 34.5 + 41.5 = 76 km/hr => Required time = $$\frac{684}{76} = 9$$ hrs

Two cars, A and B started moving from the same point at the same time towards opposite direction (A toward North and B towards South). If the speed of car A is 34.5 kmph and that of car B is 41.5 kmph. after how much time will they be 684 km apart? (in hours)

Answer: E. 9

Explanation

Two cars, A and B started moving from the same point at the same time towards opposite direction (A toward North and B towards South). If the speed of car A is 34.5 kmph and that of car B is 41.5 kmph. after how much time will they be 684 km apart? (in hours)

Answer: E. 9

Explanation