between radiuses‚ mass‚ velocity and centripetal force of a spinning body. We used logger pro to accurately measure the orbital period of the spinning mass and used these measurements to determine the interrelated interactions of the specified properties and viewed the results graphically. Data and Calculations The black markings on the string are about 10 cm apart in length‚ measured from the center of the spinning mass. Part A: Factors that influence Circular Motion Velocity versuse Centripetal
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The purpose of this experiment is to find out the relationship between the spacing of the magnets in a Gauss Rifle and the velocity of the last ball‚ and use it to determine the maximum velocity that can be achieved. III. Significance of the Study It is important for us to know whether the spacing in-between magnets would affect the overall velocity of the last ball. This will give us accurate measurements to improve the speed of the ball.
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1 Introduction ANSWERS TO MULTIPLE CHOICE QUESTIONS 1. Using a calculator to multiply the length by the width gives a raw answer of 6783 m 2 ‚ but this answer must be rounded to contain the same number of significant figures as the least accurate factor in the product. The least accurate factor is the length‚ which contains either 2 or 3 significant figures‚ depending on whether the trailing zero is significant or is being used only to locate the decimal point. Assuming the length contains 3 significant
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options available for mitigating this problem‚ a novel scale–velocity model is proposed in this paper for slurry systems commonly found in mineral processing plants. The new qualitative scale growth model predicts that at very low fluid velocities the scale growth rate is enhanced by an increase in fluid velocity due to the mass transfer-controlled scale growth. At higher fluid velocities‚ the scale growth rate decreases with increasing fluid velocity due to the increased flow erosion effect‚ for slurry systems
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B: Vector Quantity - a physical measurement that contains directional information. C: Scalar Quantity - a physical measurement that does not contain directional information. D: Acceleration - the time rate of change of an objects velocity. E: Free Fall - the motion of an object when it is falling solely under the influence of gravity. 2. No. Motion depends on the reference point that is used. 3. That depends on the reference point that is used. The glass is not moving
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MOTION: FERRIS WHEEL I. INTRODUCTION In this group project‚ we’ve decided to use a Ferris Wheel as an object to represent Uniform Circular Motion. A Ferris is a non-building structure consisting of a rotating upright wheel with passenger cars attached to the rim in such a way that as the wheel turns‚ the cars are kept upright‚ usually by gravity. Some of the largest and most modern Ferris wheels have cars mounted on the outside of the rim‚ and electric motors to
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Student Exploration: Fan Cart Physics Vocabulary: acceleration‚ force‚ friction‚ mass‚ newton‚ Newton’s first law‚ Newton’s second law‚ Newton’s third law‚ velocity Prior Knowledge Questions (Do these BEFORE using the Gizmo.) 1. Imagine a horse pulling a cart. What would happen to the speed of the cart if several bags of cement were added to the cart? The speed of the cart would decrease. 2. Suppose several more horses were hitched up to the same cart. How would this affect the speed
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Gizmo has these settings: radius 8 m‚ mass 5 kg‚ and velocity 8 m/s. Then click Play and observe the motion of the puck. 1. The puck in the Gizmo is traveling at a constant speed‚ but it is NOT traveling at a constant velocity. Explain why. _______________________________________________________________ (Hint: Velocity is a vector quantity that includes both a magnitude and a direction.) 2. Because the velocity of the puck is changing (because its direction is changing)
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edges the acoustic flow velocity amplitude is comparable to the main flow velocity. A two-dimensional potential flow model based on the vortex blob method‚ used to simulate the flow in the junction‚ describes accurately the flow visualization and laser Doppler data obtained in pipes with square cross-sections and with sharp edged junctions. The numerical simulation is used to calculate the acoustical power generated by the vortical flow at a given amplitude of the acoustic velocity field and Strouhal number
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Introduction Rectilinear Motion: Position‚ Velocity & Acceleration Determination of the Motion of a Particle Sample Problem 11.2 Sample Problem 11.3 Uniform Rectilinear-Motion Uniformly Accelerated RectilinearMotion Motion of Several Particles: Relative Motion Sample Problem 11.4 Motion of Several Particles: Dependent Motion Sample Problem 11.5 Graphical Solution of RectilinearMotion Problems Other Graphical Methods Curvilinear Motion: Position‚ Velocity & Acceleration Derivatives of Vector Functions
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