Aptitude Discussion

Q. |
$P$ and $Q$ start running in opposite directions (towards each other) on a circular track starting at diametrically opposite points. They first meet after $P$ has run for 75m and then they next meet after $Q$ has run 100 m after their first meeting. Assume that both of them are running a constant speed. The length of the track (in metre) is: |

✖ A. |
70 |

✖ B. |
175 |

✖ C. |
250 |

✔ D. |
350 |

**Solution:**

Option(**D**) is correct

Both $P$ and $Q$ come equal distance as both have equal constant speed.

Total distance covered by $Q = 75+100 = 175$ m

Hence, total tracks length = $175\times 2$

= **350 m**

**Abc**

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**Pranav**

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Nothing being said abt their speeds are equal !!!!!!!

yeah only speeds are constant, they have mentioned.