Question
βGβ and βHβ are going from place βTβ to
place βUβ, which is 1500 km apart. If βGβ started 5 hours after βHβ but both of them reached βUβ at the same time, then find the speed of βHβ. The difference between their speeds is 25 km/hr.Solution
ATQ, Let the speed of βGβ be βwβ km/hr Therefore, speed of βHβ = (w β 25) km/hr According to the question, 
Since speed cannot be negative therefore, w = 125 Therefore, speed of βHβ = w - 25 = 100 km/hr
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