Acceleration a in case of circular motion is given by ar2+at2 where ar is radial component of acceleration and at the tangential component of acceleration at governs the magnitude of velocity V and its direction of motion Column-I Column–Ia) If ar=0,at=0i)motion is non – uniform circularb) If ar=0,at≠0ii)motion is uniform circularc) If ar≠0,at=0iii)motion is accelerated translatord) If ar≠0,at≠0iv)uniform linear motion

# Acceleration $a$ in case of circular motion is given by $\sqrt{{a}_{r}^{2}+{a}_{t}^{2}}$ where ${a}_{r}$ is radial component of acceleration and ${a}_{t}$ the tangential component of acceleration ${a}_{t}$ governs the magnitude of velocity $\overline{)V}$ and its direction of motion Column-I Column–Ia)i)motion is non - uniform circularb)ii)motion is uniform circularc)iii)motion is accelerated translatord)iv)uniform linear motion

1. A

a - i, b - iii, c - iv, d - ii

2. B

a - iv, b - iii, c - ii, d - i

3. C

a - iii, b - iv, c - ii, d - i

4. D

a - ii, b - iv, c - i, d - iii

Fill Out the Form for Expert Academic Guidance!l

+91

Live ClassesBooksTest SeriesSelf Learning

Verify OTP Code (required)

## Related content

 Sine and Cosine Waves Zener Diode Hygrometer Half Wave Rectifier Compound Microscope Solar Cooker MCB Difference Between Scalar and Vector Quantity Difference Between Interference and Diffraction Difference Between Heat and Temperature

+91

Live ClassesBooksTest SeriesSelf Learning

Verify OTP Code (required)