adjusting to two different setters. But with every system there are a couple of flaws that come along with this offense‚ for example if the setter is short there’s a possible blocking disadvantage. As well as the fact that there’s only 2 attackers in 3 rotations. The first volleyball offense to cover is the 4 2 offense. This means that there are 4 hitters and 2 setters on the floor. The two setters will play opposite each other and they will set when they are on the front row leaving two hitters at all
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After reading Patricia Benner’s model “From Novice to Expert‚” I have been able to reflect on my nursing experiences and to evaluate where I consider myself based on her hierarchy. Benner explains that nurses develop skills and an understanding of patient care over time from a combination of educational and personal experiences. Her premise was based on the idea that nurses could gain knowledge and skills without actually learning the theoretical constructs. She felt that the development of a nurse
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ANALYSIS The vane shear apparatus makes use of the theory that the summation of the total shear stress is equal to the sum of the shear stress at failure along the cylindrical surface and the total shear stress on the top and the bottom of the surface of the cylinder. The various sizes of the vanes are accounted for by applying the multiplying factor. The value obtained from the medium sized vane is the value of the stress itself‚ and there is no need to multiply or divide the value. The values
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IT302-Unit9- Kaplan University Part1: Introduction. The approach I used in unit 5 was a generic design which is flexible in nature with a basic layout planned so it can be easily molded‚ or modified to fulfill a variety of needs or applications. The wireframe associated with the design is shown without a supporting structure. The associated structure will be dictated by its application and placement. Part 2: Haptic Specifications. Although possibly
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measure of the amount of moment given to the body to overcome its own inertia. It’s all about the body offering resistance to speed up or slow down its own motion. Moment of inertia is given by the formula Where R = Distance between the axis and rotation in m M = Mass of the object in Kg. Hence the Moment of Inertia is given in Kgm2. Moment of Inertia Formula helps to calculate the moment of inertia of the given body. It depends on the shape and mass distribution of the body and on the orientation
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the degree with . With this method‚ the degree would cross out leaving the measurements in radians. The conversion can be simplified as . Angular displacement is the change in the arc length‚ Δs‚ divided by the distance of the bulb from the axis of rotation. The equation of angular displacement is a. This equation and the equation for linear displacement are similar because the equations denotes a change in position. However‚ the difference is the
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NTU Hall 13 Object: Perfume Bottle Symmetry Operators: mirror lines 3-fold rotation glide lines Mirror Line Glide Line Tile Size Rotation Points Symmetry Operation Diagram Beauty‚ Form and Function: An Exploration of Symmetry Field Exercise 2 plane group 2 (No. X) Location: NTU Hall 13 Object: Pouch Symmetry Operators: rotation Mirror Line mirror lines 4-fold rotation glide lines 4-fold Glide Line Tile Size Rotation Points Symmetry Operation Diagram Beauty‚ Form and Function: An Exploration
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Circular Motion Objective: To investigate the relationship between FnetT² and radius Proposed Hypothesis: FnetT² is directly proportional to the radius Manipulated variable: Radius of the circular motion Responding variable: The time taken for 20 rotations Controlled variables: The mass of the rubber stopper‚ the mass of the weight hanger‚ the total weight of the slotted weight‚ the length of the PVC tube Apparatus and Materials: rubber stopper‚ stopwatch‚ weight hanger‚ slotted weights
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the main body (vrel = vrocket - vexhaust) v v + dv - dM U M M + dM x x Ch6. Rotation and Moment 6.1 6.2 6.3 6.4 6.5 6.6 6.7 The Rotational Variables Kinetic Energy of Rotation Moment of Inertia Torque (Moment) Bending Moment Newton’s Second Law for Rotation Work and Rotational Kinetic Energy Ch6. Rotation and Moment 6.8 Rolling as Translation and Rotation Combined 6.9 Kinetic Energy of Rolling 6.10 The Forces of Rolling 6.11 Angular Momentum 6.12 The
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How to Logically Solve a Rubik’s Cube Kenneth Cason First‚ as with any problem‚ it is important to understand what your objective is. In the case of the Rubik’s Cube‚ the main goal is to arrange the pieces in such a way that each side is the same color. Next lets luck at the structure of a standard 3x3 Rubik’s Cube. It is a cube composed of 6 sides‚ each side composed of 9 stickers (3x3). There are 8 corner pieces‚ 12 edge pieces and 6 center pieces (one on each side). It is also important to note
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