You are heating the motor oil to make it flow easier from one container to another.The motor oil is stored in a cool warehouse, at an initial temperature of 52 degrees Fahrenheit ° F\-The mass of the oil to be heated is 18 kilograms kg.BTUIbm °CThe specific heat capacity of the motor oil is 0.47 British Thermal Units per pound-mass degree CelsiusYou plan to heat the motor oil using 125,000 joules J of energy.What is the final temperature in degrees Fahrenheit [° F of the motor oil after heating? 43.59Unit Conversion TableSI Prefixes and Dimensions TableAngleI radE radPowerI hpSI PrefixesExample: 1 milligram (mgl - 1 x 10 grams (K57.3degdeg745.7BTU / hExample: 1 Megajoule (MJ] - 1x 10 joules JNumbers Greater Than One1803.412Numbers Less Than One0.00134hpcal / minA Ib /PrefixAbreviationPrefiI WPower of 10PrefixPower of 10PrefisArea14.34Abbreviation4,0470.001561 acrem0.7376deci-decadami-2centi-2hecto-1 m640Pressureacre-3milli-mkiloo-k1.01325barEnergyI BTUI cal-6MegaM33.9micro1,055.0629.92in Hgmm Hg-9nanoGiga-4.184I atm760-12pico-12Tera-0.239cal101,325Pa-15femto15Peta-P9.48x 10 BTU0.73763,600,000 J14.7psit Iby-18atto-18Exa-I kW hTime-21Zetta-zepto2124Force-24yocto24Yotta-Y60min0.225IbI minI yrIN601x 10 dyneIbyFundamental Dimensions and Base SI Units365I kip1,000Temperature ChangeI electric current A ampereN amountImoll moleLength"CJ light intensity[ed] candelaT time|s) secondIm3.28IK1.8"F1 km0.621mi1 in1.8"RL length[m] metere temperature[K) kelvin2.5412inVolumeM mass[kgl kilogram5,2803.785L1miI gal1.609kmqtCommon Derived, Named Units in the SI SystemDimension SI Unit Derived From1 yd1,000em' or ce0.264Base SI Units DimensiongalILDimensionsMass0.0353MLF-manewton [N] Force imass jaccelerationIN- 1I kgI Ib.I slug1 ton (metric1 ton (US2.205Ib33.8Force(F)16I mlI mem' or ec32.2Ib1,000LML?E-FdEnergy (forece) distance)1J-1Nm -12,204.62IbEnergy (E) joule16pt1 qt2,000Ib2ptML?P-E/t(P) watt (W] Pwereneng / time1w -1!-1PowerNamed Units1 (A s) / V1 (V s) / AfaradIFpascal1 PaIN/mM1 Pa - 1-1P-P/APressure (P) pascal Pa] Pressure force) / (area)henry1Hpoise1P1g/ fem s)1 cm /sLT2hertz1 Hzstoke1St1 VV-P/I1 v -1-1MLjoule1JINmvolt1W/AVoltage (V) voltMVoltage - (power) / teurrentnewton1 (kg m) / s1 WINwatt1J/sohm1V/AThinking Like an Engineer deActive Learning ApproschThinking Like an Engineer 4eAn Aetive Learning Approachan P dAnC hCGeometric Formulas and Physical Constants TableEquations Table (in order of appearance in textbookGeometric FormulasDistance, Velocity and AccelerationNewton's Second Law8.1 Weight(8.2)RectanglebRectangular Parallelepipedd-vtF-m aW =mgVolumea beVatArea abPerimeter - 2 a+2bSurface Area2 (abaebe)Density8.3] Specifie Gravity8.3 Specifie Weight[8.3]mwSG - PobjectPwaterCireleSphereAreaVolume -rVV-Molecular Weight8.4 MolarityTemperature F to "C18.5Circumference- 2rSurface Area-4mMW =M =T(*F] – 32 T("C] – 0Diameter 2r180100TriangleRight Circular ConeTemperature: "C to K8.5 Temperature: "P to "R8.5 Pressure[8.6)FArea -bHVolume -wrHT (K] - T["C] + 273T('R] - T ("F] + 460TorusRight Circular CylinderPancal's Law Hydestatie Presure R Pressure: Total(8.6 deal Gas Law18.7)Volume HPaydro = PgHPotal - Pydro + PurfacePV-n RTVolume - 2 RrLateral Surface Area - 2r HEnergy: Work8.8) Energy Potential[8.8 Energy: Kinetie, translational 8.8Physical Constants [Value and Units]W - F AxPE - mg AHKE == m Avspeed of light in a vacuum3x 10Energy: Thermal18.8 Power(8.9 Power8.9speed of sound in air (20 C343.59Q-m Cp ATP==Pn = Pout + PostEuler number (base of natural logarithm) 2.71828..elementary charge of an electron1.602 x 10CEfficiency18. 10] Current, relaed to charge8.11 Ohm's Law of Resistance 8.11SPoutPnF Faraday's constant9.65 x 10Q-ItV-IR9 polden ratio1.61803..Joule's First Law of Power 18.11] Capacitance, related to charge 8.11 Energy: Capacitor8.11g acceleration due to gravity9.8 on Earth; 1.6on Earth's MoonG gravitational constant6.67 x 10N1P-VI- -2RRQ-CvE cV?k1.38065 x 10Inductance18.11] Energy: Inductor18.11| Hooke's Law for Spring[12.3]Boltzmann constant6.022 x 10IPNA Avogadro numberV=L.dtF-kxmal* ratio of circle circumference to diameter3.14159..Newton's Law of Viscosity 12.3 Kinematic Viscosity(12.3 Klastie Materials Yung Mduhan (13Rideal gas constant0.08206 - 8314melKΔνAy1-1본-1000분 62.4는Pdensity of water

Given data: Initial temperature of oil is Ti=52°C. Mass of oil is m=18 kg. Specific heat capacity…

You are heating the motor oil to make it flow easier from one container to another. The motor oil is stored in a cool warehouse, at an initial temperature of 52 degrees Fahrenheit ° F. The mass of the oil to be heated is 18 kilograms kg. BTU The specific heat capacity of the motor oil is 0.47 British Thermal Units per pound-mass degree Celsius lbm °C You plan to heat the motor oil using 125,000 joules [J of energy. What is the final temperature in degrees Fahrenheit [° F of the motor oil after heating?

You are heating the motor oil to make it flow easier from one container to another. The motor oil is stored in a cool warehouse, at an initial temperature of 52 degrees Fahrenheit ° F. The mass of the oil to be heated is 18 kilograms kg. BTU The specific heat capacity of the motor oil is 0.47 British Thermal Units per pound-mass degree Celsius lbm °C You plan to heat the motor oil using 125,000 joules [J of energy. What is the final temperature in degrees Fahrenheit [° F of the motor oil after heating?

College Physics

11th Edition

ISBN:9781305952300

Author:Raymond A. Serway, Chris Vuille

Publisher:Raymond A. Serway, Chris Vuille

Chapter1: Units, Trigonometry. And Vectors

Section: Chapter Questions

Problem 1CQ: Estimate the order of magnitude of the length, in meters, of each of the following; (a) a mouse, (b)...

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