1.

Three arrangements are shown in figure. (a) A spring of mass `m` and stiffness `k` (b) A block of mass `m` attached to massless spring of stiffness `k` ( c) A block of mass `(m)/(2)` attached to a spring of mass `(m)/(2)` and stiffness `k` If `T_(1)`, `T_(2)` and `T_(3)` represent the period of oscillation in the three cases respectively, then identify the correct relation.A. `T_(1) lt T_(2) lt T_(3)`B. `T_(1) lt T_(3) lt T_(2)`C. `T_(1) gt T_(3) gt T_(2)`D. `T_(3) lt T_(1) lt T_(2)`

Answer» Correct Answer - B
`T = 2pi sqrt ((m + m_(s)//3)/(k))`(in general)
Here `m_(s)` = mass of spring
and `m` = mass of block.


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