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This Concept Map, created with IHMC CmapTools, has information related to: LuandJuliaToyLab, The length that Silly Putty stretched is proportional until a certain mass, which differs depending on the area of the cross-section of Silly Putty, Attaching the paperclips to the end of the Silly Putty if attaching the paperclips before Silly Putty was suspended above the ground, while fixing Silly Putty to table it may have stretched, may be why the relationship between length and mass had a steeper slope for the Silly Putty with the smaller surface area it had a smaller cross-section and it had more force acting on it per square centimetre, the Silly Putty to stretch faster and faster since there's more force per square centimetre, as the area is smaller but force is constant which is why the curve has an increasing rate of change past a certain mass, y'=(77x−179)/12500 77/12500/500000 since the smaller the area is, the faster the Silly Putty thins out, which means the faster the rate increases., the relationship is linear up until a mass at which point it starts to increase in a non-linear fashion with an increasing rate of change, Setting up the initial Silly Putty dimensions with the mold; when taking it out the edges are slightly warped ~+/-0.01cm, y=0.1235x+7.307 0.1235ɬ.02365, until a certain mass, which differs depending on the area of the cross-section of Silly Putty when the Silly Putty had a dimension of 4*1.4*2.5 the number of paperclips at which the relationship stopped being linear was 52, or 21.84g, since the smaller the area is, the faster the Silly Putty thins out, which means the faster the rate increases. all the experiments' data leads to Conclusions, Timing error: Reaction time of when to catch paperclips when 30s have passed affects length, probably negligible, until a certain mass, which differs depending on the area of the cross-section of Silly Putty which was observed by experiment With Silly Putty of a constant initial dimension of 1.4cm*1.5cm*6.7cm formed using a cardboard mold (see graph 1), Attaching the paperclips to the end of the Silly Putty if attach the paperclips after suspending Silly Putty above ground, Silly Putty may have stretched due its own mass, The smaller the starting surface area is, the higher the rate of change of the nonlinear section is informs Conclusions, to the force (which is the result of mg) which was observed by experiment which contained uncertainty, Likely sources of error Setting up the initial Silly Putty dimensions with the mold; when taking it out the edges are slightly warped, y=0.02365x+4.290 0.1235ɬ.02365, 0.1235ɬ.02365 since the area was smaller, more force was able to act per square centimetre at a constant rate, Likely sources of error Attaching the paperclips to the end of the Silly Putty, until a certain mass, which differs depending on the area of the cross-section of Silly Putty which was observed by experiment which contained uncertainty