B. Xy-2y-4x=0 Select One - Gauthmath
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Solution
The energy needed to increase the temperature of the oil is 699840 Joules.
Step 1: Calculate the mass of the oil: Given volume of oil = 0.0024 m^3 Density of the oil = 910 kg/m^3 Using the formula: Density = Mass/Volume Mass = Density * Volume Mass = 910 kg/m^3 * 0.0024 m^3 Mass = 2.184 kg
Step 2: Calculate the temperature change: Initial temperature = 20°C Final temperature = 180°C Temperature change = Final temperature - Initial temperature Temperature change = 180°C - 20°C Temperature change = 160°C
Step 3: Calculate the energy needed to increase the temperature of the oil: Specific heat capacity of the oil = 2000 J/(kg°C) Energy = Mass * Specific heat capacity * Temperature change Energy = 2.184 kg * 2000 J/(kg°C) * 160°C Energy = 699840 J
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