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Riya runs 3/2 times as fast as Prerna. In a race, if Riya gives a lead of 100 m to Prerna, find the distance Riya has to run before
both of them meet.
315 m
300 m
265 m
240 m
- Riya runs at a speed that is 3/2 times faster than Prerna.
- This means if Prerna runs at a speed \( p \), Riya runs at a speed of \( \frac{3}{2}p \).
- In the race, Riya gives Prerna a 100-meter lead.
- When they meet, the time Riya takes to cover her distance is the same as Prerna's total time to cover her distance.
- If Riya runs \( x \) meters, then Prerna will run \( x + 100 \) meters.
- Since Riya's speed is \( \frac{3}{2} \) compared to Prerna's, the equation becomes: \(\frac{x}{\frac{3}{2}p} = \frac{x + 100}{p}\).
- Solve this equation: \(2x = 3x + 300\), leading to \(x = 300\).
Correct Answer: 300 m
By: santosh ProfileResourcesReport error
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