The angular displacement in radians is given by $\theta=8 \sqrt{t^{2}+2}$. Find the angular velocity and angular acceleration at $0.25 \mathrm{~s}$.

Name: The angular displacement in radians is given by $\theta=8 \sqrt{t^{2}+2}$. Find the angular velocity and angular acceleration at $0.25 \mathrm{~s}$.
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The Answer of The angular displacement in radians is given by $\theta=8 \sqrt{t^{2}+2}$. Find the angular velocity and angular acceleration at $0.25 \mathrm{~s}$.

The Angular Displacement in Radians Is Given By θ=8t2+2\theta=8 \sqrt{t^{2}+2}θ=8t2+2​ Find the Angular Velocity and Angular Acceleration At \sqrt{t^{2}+2}

The Angular Displacement in Radians Is Given By $\theta=8 \sqrt{t^{2}+2}$ Find the Angular Velocity and Angular Acceleration At \sqrt{t^{2}+2}