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, , The relation t=√(x)+3 describes the position of a particle where x is in meters and t is in s..., , The relation t=√(x)+3 describes the position of a particle where x is in meters and t is in s...
The relation t=x+3 describes the position of a particle where x is in meters and t is in se....The relation t=x+3 describes the position of a particle where x is in meters and t is in se....
The relation `3t=sqrt(3x)+6` describes the position of a particle in | Class 12 Physics | DoubtnutThe relation `3t=sqrt(3x)+6` describes the position of a particle in | Class 12 Physics | Doubtnut
The position of a particle (in metre) at a time t second is given by the relation r = 3ti - t2j + 4kThe position of a particle (in metre) at a time t second is given by the relation r = 3ti - t2j + 4k
Displacement x of a particle in 1D under const. force is given by \(t=\sqrt{x}+3\) Find x when v =0.Displacement x of a particle in 1D under const. force is given by \(t=\sqrt{x}+3\) Find x when v =0.
The relation `3t=sqrt(3x)+6` describe the displacement of a particle in one direction where x is inThe relation `3t=sqrt(3x)+6` describe the displacement of a particle in one direction where x is in
Question 15 | NEET 2025 | Physics Solution 🩺Question 15 | NEET 2025 | Physics Solution 🩺
The relation 3t=√3x +6 describes the displacement of a particle in one direction where x is in metreThe relation 3t=√3x +6 describes the displacement of a particle in one direction where x is in metre