company will get the carts back at the end of the lease and could lease them to a different company. Another reason could be that the lessor will benefit from the depreciation tax shield on the carts‚ which might offset the lessor’s differential interest revenue. QUESTION 3: There are two scenarios to answer this question: first scenario RCGB purchases the carts using its own funds and we calculate the NPV @ 8%/ year‚ and the second scenario is that RCGB purchases the carts using borrowed money
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Dynamics cart * Pulley * Clamp * Motion detector * Tapse * String * Set of masses * Cardboard piece * Computer interface Procedure Acceleration and Net Force 1. The equipment was set up like the diagram shown on page 150 figure 1 and the mass of the cart was measured 2. Placed 900g of weight on the cart and 100g of weight hanged from the string 3. The cart was held stationary and placed at its starting point 15cm away from the sensor. The cart was released
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Trial: 1 |Mass of cart with sensors (kg) |0.877 kg | |Regression line for force vs. acceleration data | |Y= 0.8325x + 0.05480 | | |Force pulling cart (N)
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achieve this‚ a dynamic track was set up with a string attached to a cart. The string was part of a pulley system (the pulley was at the end of the track) and connected to a mass hanger‚ which was vertically suspended. First‚ the mass of the cart was kept constant (500g) while the weight of the hanger varied (25g‚ 45g‚ 65g‚ 85g‚ and 100g). In the second part of the experiment‚
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Control Theory and Informatics ISSN 2224-5774 (print) ISSN 2225-0492 (online) Vol 1‚ No.1‚ 2011 www.iiste.org RFID Based Automatic Shopping Cart Ankit Anil Agarwal (Corresponding Author) Computer Engineering‚ D.Y.P.C.O.E.‚Akurdi‚ Pune‚ India Tel: +91-9881104860 E-mail: 3aaankit@gmail.com Saurabh Kumar Sultania Computer Engineering‚ D.Y.P.C.O.E.‚Akurdi‚ Pune‚ India Tel: +91-8055367456 E-mail: saurabhsultania@gmail.com Gourav Jaiswal Computer Engineering‚ D.Y.P.C.O.E.‚Akurdi‚ Pune‚ India Tel:
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Scientific question: How does the incline of a slope influence the acceleration of a cart when it travels down a wooden plank? Introduction: What is an incline plane? Commonly referred to as a ramp or a slope‚ an incline plane is an even surface that is titled at an angle. An object placed on the tilted surface will often slide down the surface‚ accelerating because of an unbalanced force. The rate at which an object travels down the slope is dependent upon how tilted the slope is; the greater
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Overview: Sinclair Company is considering the purchase of new equipment to perform operations currently being performed on different‚ less efficient equipment. The purchase price is $250‚000‚ delivered installed. Sinclair production engineer estimates that the new equipment will produce savings of $72‚000 in labor and other direct costs annually‚ as compared with the present equipment. She estimates the proposed equipment’s economic life at five years‚ with zero salvage value. The present equipment
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determined the power of the fan cart by using the definition of work and the energy conservation principle or Law of conservation. We also observed and computed the work for the motion along a curved path by using the formula W=wL(1-cosɵ). In the first procedure in which we observed the work done and the power needed of the fan cart with added weight by measuring the time in its specific distance. We arrived at a conclusion that the farther the distance covered by the fan cart the slower the time elapsed
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Apparatus Figure 1 Materials/Apparatus Parts • Cart and Cart ramp • Ultra Pulley + Photogate • C Clamp to mount Smart Pulley/Photogate • Vernier Lab Pro • Logger Pro • Mass Set and 1 Hanger • Block Masses • C Clamp Procedure Constant Mass 1. We made sure that the apparatus is set up as shown in Figure 1. 2. Filled out data table #1 using several techniques in logger pro. 3. During the first trial we placed a few small weights on the cart
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BT HASHIM TITLE: NUMERICAL VERIFICATION OF NEWTON’S SECOND LAW OF MOTION OBJECTIVES: 1. To numerically examine the relationship between force‚ mass and acceleration. 2. To find the acceleration of the cart in the simulator. 3. To find the distance covered by the cart in the simulator in the given time interval. EQUIPMENT: 1. Newton’s Second Law of Motion Virtual Lab simulator. 2. Computer Figure 1.1: Newton’s Second Law of Motion simulator INTRODUCTION: Newton’s
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