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Question

একজন সাইকেল আরোহী ঘন্টায় y কিমি. বেগে x কিমি. এবং ঘন্টায় q কিমি. বেগে p কিমি. যান। ভ্রমণে তার গড় গতিবেগ কত?

\frac{x + p}{y + q}

\frac{x + p}{\frac{x}{y} + \frac{p}{q}}

\frac{x y + p q}{y + q}

\frac{x y + p q}{\frac{x}{y} + \frac{p}{q}}

ANSWER : 2

Descrption

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