Three identical blocks of mass m on a frictionless surface are connected by massless taut strings. A force Fis applied on the rightmost block as shownin the figure below so that each block moves to right with acceleration a.T2T1FmmApplying Newton's second law on the rightmost block:ZFx == maApplying Newton's second law on the block at the center:EFx =- T2=Applying Newton's second law on the leftmost block:EFx == maIf each block has a mass of 10 kg and is accelerating at 2 m/s2, the magnitude of the tension on the second string is T2 =N.

Given: The mass of the each block is m. The applied force on the rightmost block is F.

Three identical blocks of mass m on a frictionless surface are connected by massless taut strings. A force Fis applied on the rightmost block as shown in the figure below so that each block moves to right with acceleration a. T2 T1 F m m m Applying Newton's second law on the rightmost block: EFx- ma Applying Newton's second law on the block at the center: EFx - - T2 = Applying Newton's second law on the leftmost block: EFx= ma If each block has a mass of 10 kg and is accelerating at 2 m/s², the magnitude of the tension on the second string is T2 = N.

Three identical blocks of mass m on a frictionless surface are connected by massless taut strings. A force Fis applied on the rightmost block as shown in the figure below so that each block moves to right with acceleration a. T2 T1 F m m m Applying Newton's second law on the rightmost block: EFx- ma Applying Newton's second law on the block at the center: EFx - - T2 = Applying Newton's second law on the leftmost block: EFx= ma If each block has a mass of 10 kg and is accelerating at 2 m/s², the magnitude of the tension on the second string is T2 = N.