A spring of force constant k is cut into two pieces whose lengths are in the ratio 1:2. The force constant of the longer piece?

Assertion A spring of force constatn k is cut in to two piece having lengths in the ratio 1:2 The force constant of series combination of the two parts is (3k)/(2) The spring connected in series are represented by k=k_(1)+k_(2)

Assertion A spring of force constatn k is cut in to two piece having lengths in the ratio 1:2 The force constant of series combination of the two parts is (3k)/(2) The spring connected in series are represented by k=k_(1)+k_(2)

Assertion:- A spring of force constatn k is cut in to two piece having lengths in the ratio 1:2 The force constant of series combination of the two parts is (3k)/(2) reason:- The spring connected in series are represented by k=k_(1)+k_(2)

A spring of force constant k is cut into two parts whose lengths are in the ratio 1:2 . The two parts are now connected in parallel and a block of mass m is suspended at the end of the combined spring. The period of oscillation of block is

A spring of force constant K is cut into two parts whose lengths in the ratio 2: 3. The part having larger force constant is

A spring of force constant k is cut into two pieces of lengths l_(1) and l_(2). Calculate force constant of each part.

A spring of certain length and having spring constant k is cut into two pieces of length in a ratio 1:2 . The spring constants of the two pieces are in a ratio :