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5.Work, Energy, Power and Collision
easy
In a circus stuntman rides a motorbike in a circular track of radius $R$ in the vertical plane. The minimum speed at highest point of track will be
A
$\sqrt {2gR} $
B
$2gR$
C
$\sqrt {3gR} $
D
$\sqrt {gR} $
Solution
(d)Minimum speed at the highest point of vertical circular path $v = \sqrt {gR} $
Standard 11
Physics
Similar Questions
A stone of mass $m$ tied to the end of a string revolves in a vertical circle of radius $R$. The net forces at the lowest and highest points of the circle directed vertically downwards are:
Choose the correct alternative
Lowest Point | Highest Point |
$(a)$ ${mg – {T_1}}$ | ${mg + {T_2}}$ |
$(b)$ ${{m_g} + {T_1}}$ | ${{m_g} – {T_2}}$ |
$(c)$ ${mg + {T_1} – \frac{{mv_1^2}}{R}}$ | ${mg – {T_2} + \frac{{mv_1^2}}{R}}$ |
$(d)$ ${mg – {T_1} – \frac{{mv_1^2}}{P}}$ | ${mg + {T_2} + \frac{{mv_1^2}}{p}}$ |
medium