I now now it makes sense that, as we add more mass, we have more delta y and it starts at 0 as the spring is relaxed and then more mass, more delta y in a straight line relative to hurk slope. So that tells us how to set up our plot m. I so we are told to plot delta y versus m, i g and when we say verses in a plot, we generally need y versus x. I g is equal to k delta y and i gess that's also delta y. So, of course, we know hooks law that f is equal to k x, where x is the displacement, or here it would be k delta y, given that delta y would measured from the equal point now, of course, if this mass is hanging, then it's not accelerating And so the force, if you start free by a diagram, we have the force of the spring and then the weight of the object and they should be equal if it's not falling because it will reach equilibrium at some point, so we see that m. Just so we have our positive sign everywhere and we want to see what the coefficient of the slope of this graph would be. So it's m i, and then that falls through some delta y, where we're taking y to be positive downwards. Graphical Analysis 4 is a part of the extensive system of sensors, interfaces, and data-collection software from Vernier for science and STEM education.So in this problem we have a mass hanging from a spring and some mass that we're changing. They also bring data collection, visualization, and analysis to all your studentsregardless of location. These award-winning apps help boost student engagement and understanding of complex science concepts. Vernier Science Education has over 35 years of experience in providing effective learning resources for understanding experimental data in science and math classrooms. Take hands-on science learning to the next level with Vernier Graphical Analysis Pro and Vernier Video Analysis.
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