- A$269$
- B$291$
- C$270 $
- ✓$290$
The frequency of sonometer string is $\nu_{s}$
The frequency of beats is
$\left|\nu_{T}-\nu_{s}\right|=10$
Hence, the frequency of sonometer string is either $10 \mathrm{Hz}$ more i.e. $290 \mathrm{Hz}$ or $10 \mathrm{Hz}$ lessi.e. $270 \mathrm{Hz}$ because increase in this frequency will reduce the frequency of beats.
But when tension is applied to the string its frequency increases and number of beats also increases. Hence, frequency of string cannot be $290 \mathrm{Hz}$.
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$F = 600 - 2 \times 10^5\ t$
Where $F$ is in newton and $t$ in second. The force on the bullet becomes zero as soon as it leaves the barrel. What is the average impulse imparted to the bullet?
