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A 6 out o unter 5 Hals way in the unter 5 Totally submerged in the WaterQuestion 2: Now that we have considered what forces are acting on the metal cylinder when it is in and out of the water, let us develop an equation for force of tension of the string attached to the cylinder, FT. a. (1 pt) Using Newtons second law「F, = may-0) and your force diagrams from question 1 solve for the force of tension, Fr, of the cylinder using the symbols Fg and F (1/2 pt) How can we use the buoyant force, FB, to find the density of a fluid? Write down the equation provided in the Introduction that you would use to find the density of the fluid that the metal cylinder is submerged in, pfluid b.

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IS) 13 Sold B 2 V- Volume l Sold LiqUid Cowe C Fa FT

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