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A car is moving at an average speed of \(60\frac{2}{5}\) km/hr. How much distance will it cover in \(6\frac{1}{4}\)hours? |
Answer» Speed of car \(=60\frac{2}{5}\,km/hr\) Total hours \(=6\frac{1}{4}\,hrs\) Total Distance = Speed of car × Total hours \(=60\frac{2}{5}\,km/hr\times6\frac{1}{4}\,hrs\) \(=\frac{302}{5}\,km/hr\times\frac{25}{4}\,hrs\) \(=\frac{7550}{20}\,km\) \(=\frac{755}{2}\,km\) \(=377\frac{1}{2}\,km\) Therefore, Total Distance \(=377\frac{1}{2}\,km\) |
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