Today was a very eventful day in 3rd period Honors Physics. We first started off by turning in our Home Energy Survey. We then went on to check our homework from last night: page 193 # 63-67. When Mr. Ebersole asked if there were any questions, Nathan raised his hand and asked about # 64 and 66. Mr. Ebersole explained that for #64 you must first count how many blocks you have. You do this basically by counting the amount of blocks under the curve and there is no way to avoid the tedious process. Once you have the total blocks, you have to then count how many blocks are in the interval of S. Once you have both numbers, you take the [# of blocks in the interval/ total blocks] x100% in order to find the percentage. For #66, Mr. Ebersole first mentioned then when finding the work done, it will be the area underneath the curve. Looking at the picture, we see there is a triangle. We must know we will find the work by using the area formula of a triangle [(1/2) bh]. Then you use the picture to help you determine your base and height length to plug into the formula. Hunter then asked for Mr. Ebersole to explain why you have to find the area of a rectangle and triangle in order to find the work done. He explained that based on the two intervals, the graph splits into the two shapes of a triangle and rectangle. Since we know finding the area under the curve is the work done, we then must add the areas of a rectangle and triangle together. After we were done with questions on this homework, we went on to talk about the POGIL from yesterday. Zach asked for #25 to be explained. Mr. Ebersole told us that the work formula involving a spring constant is W= (1/2) k [Xi^2-Xf^2]. Since we know the work value and initial position, we just plug these numbers in and solve for K. Mr. Ebersole then passed out our two assignments for the day: the Power worksheet and Energy Practice problems. Mr. Ebersole told us that we had to turn in the power worksheet by the end of the day and that we could start the energy practice problems so we could lighten the homework load tonight. Most of the groups finished the power worksheet with no problem and started the energy practice problems. But my group and Amalea’s group had a little bit more difficulty due to the fact we thought we had to consider a second conversion in the dimensional analysis for the second problem. So the homework we have is: the Lab report over “Conservation of Energy with Hall’s Carriage” Lab and the energy practice problems as a first priority (and by judging by the Facebook statuses, most of your class- mates are just starting both right as I finish this blog) and us overachievers the test review guide. We have a review day tomorrow and it’s important to at least glance over the review guide over for any questions you may need answered tomorrow. The test review guide will be due Thursday and of course our test is Thursday as. We also have 31 days left until the Windmill project is due. One last important note: if you have any questions over tonight’s homework, make sure you go in to Coats-Haan’s room before 7:20 because the AP Physics class will start a test at that time. So I hope my notes helped, good luck to everyone who is just starting their homework, and remember to Stay Classy!
QOD: An example of a conservation of energy problem with a spring constant, gravitational potential, and kinetic energy would be jumping on a pogo stick. As you stand on the pogo stick and start to move, you have a maximum kinetic energy and no potential energy. As you push down on the spring, you still have maximum kinetic energy and gain spring potential energy. As you're moving upward with the pogo stick, you lost kinetic energy and reach a maximum potential energy because you're reaching your maximum height. As you fall down, you lose potential and gain kinetic restarting the entire process again. (I'm not sure if this is right though, but hopefully a good attempt at that)