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This type of question typically has one answer that is provided by the model used and the student cannot drill down and make any changes to that answer. This makes it difficult to answer the question and the test. Kinematics, abbreviated Kinematics, refer to the motion of a system over one or more dimensions. These kinematics problems are useful and easy for high school students and AP physics exams.
The problem can be stated as follows. Assume we know the values of x, y and z. We want to calculate the force component for each of the x, y and z. In other words, we want to find the relationship between the initial position and the final position. We can solve for the variables x, y and z by linear algebra or numerical analysis.
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This is a very simple example. For this reason, the answers to the problem should be easy to understand. In our example, the estimated reading time for the second frame should not be more than one hour. Therefore, the appropriate answer must be easy to understand in two hours.
To illustrate the problem, let’s make it more complicated. Assume that the kinematic equation used earlier is written as follows. v is the velocity in the reference frame h where the boat is on the water and t is the time at the instant where the boat is at rest. Using the student worksheet, determine the value of the tangential force on the boat by multiplying the initial position and the tangential velocity.
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In this example, the correct sentence is “In order to get the estimate of the boat’s travel time, calculate the rate at which the boat moves through the water after one hour”. However, the sentence could be changed to “In order to get the estimate of the time at which the boat travels through the water after eight hours, calculate the speed at which the boat moves through the water after one hour” or ” Calculate the time the boat moves through the water after eight hours”. The first sentence has been rewritten to match the new definition of the second sentence.
This example can be used to teach students the difference between the first-d and the second-d solution for kinematics, and also how to solve for the first-d solution using the quadratic formula and the second-d solution using the first derivative of the angle function. It also shows how to handle changing time values in the application of the quadratic formula. Although using the quadratic formula in this case does not require knowledge of higher algebra, students should know the formula for the sum of the derivatives of a function over time, which they will learn in higher algebra. After viewing this example, students will know what they need to do in order to obtain the right answers for the problem.
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Students should not memorize the answer for the first kinematics equation worksheet that they are to use in solving for a particular problem. Rather, they should analyze the sentence for which they will need the answer in order to solve it successfully. To memorize an answer for this kind of worksheet is to memorize a word that is already known by the student, such as “distance” or “time”. Memorizing words will not help students much when they enter the world of higher algebra.
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