NEET Physics Work, Energy, and Power MCQs

    Prepare for NEET Physics Work, Energy, and Power with topic-wise MCQs & PYQs on NEET.GUIDE. Access free practice, previous year questions, and expert solutions to master fundamental principles.

    NEET Questions / Physics / Work, Energy, and Power

    6.

    A car is moving with constant speed on a banked curved road, inclined at an angle hetaheta. If the coefficient of static friction between the tires and the road is μs\mu_s, what are the maximum and minimum speeds the car can have without skidding?

    A

    vmax=rg(tanheta+μs)1μstanhetav_{max} = \sqrt{\frac{rg(tanheta + \mu_s)}{1 - \mu_s tanheta}}, vmin=rg(tanhetaμs)1+μstanhetav_{min} = \sqrt{\frac{rg(tanheta - \mu_s)}{1 + \mu_s tanheta}}

    B

    vmax=rg(sinheta+μs)1μssinhetav_{max} = \sqrt{\frac{rg(sinheta + \mu_s)}{1 - \mu_s sinheta}}, vmin=rg(sinhetaμs)1+μssinhetav_{min} = \sqrt{\frac{rg(sinheta - \mu_s)}{1 + \mu_s sinheta}}

    C

    vmax=rg(tanheta+μs)v_{max} = \sqrt{rg(tanheta + \mu_s)}, vmin=rg(tanhetaμs)v_{min} = \sqrt{rg(tanheta - \mu_s)}

    D

    vmax=rg(1+μstanheta)tanhetaμsv_{max} = \sqrt{\frac{rg(1 + \mu_s tanheta)}{tanheta - \mu_s}}, vmin=rg(1μstanheta)tanheta+μsv_{min} = \sqrt{\frac{rg(1 - \mu_s tanheta)}{tanheta + \mu_s}}

    Question Tags

    Showing 1 to 10 of 31 entries

    company logo