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The normal human body temperature is 37 °C - Leaving Cert Physics - Question 11 - 2021

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The normal human body temperature is 37 °C. This temperature increases when a person is fighting an infection. The thermometer in the photograph on the right measure... show full transcript

Worked Solution & Example Answer:The normal human body temperature is 37 °C - Leaving Cert Physics - Question 11 - 2021

Step 1

Heat may be transferred by radiation and by conduction. Name the other way in which heat may be transferred.

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Answer

The other way in which heat may be transferred is through convection.

Step 2

Distinguish between heat and temperature.

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Answer

Heat is the energy that is transferred between systems or objects with different temperatures, while temperature is a measure of the average kinetic energy of the particles in a substance, indicating how hot or cold it is.

Step 3

Convert the normal human body temperature from degrees Celsius (°C) into kelvin (K).

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The conversion from Celsius to Kelvin is done using the formula: K=°C+273K = °C + 273 So, for the normal body temperature: K=37+273=310KK = 37 + 273 = 310 K

Step 4

Thermometers are designed to make use of thermometric properties. What is a thermometric property?

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Answer

A thermometric property is a measurable characteristic that varies with temperature; for instance, the expansion of a liquid in a thermometer or the resistance of a thermistor.

Step 5

State one example of a thermometric property.

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Answer

An example of a thermometric property is the volume of mercury in a mercury thermometer, which expands with temperature.

Step 6

Two thermometers may not give the same reading for a person's temperature, even though both thermometers are working correctly. Explain why this is the case.

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Answer

The two thermometers may be placed in different locations, which can result in variations in readings due to differing exposure to heat or cooling, or one thermometer may have a calibration error.

Step 7

Calculate the area of the garden.

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Answer

The area (A) of a rectangle is calculated using the formula: A=extlengthimesextwidthA = ext{length} imes ext{width} For the garden: A=6extmimes9extm=54extm2A = 6 ext{ m} imes 9 ext{ m} = 54 ext{ m}^2

Step 8

Calculate how many kJ energy will fall on the garden in the 12 hours.

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Energy (E) can be calculated using the formula: E=extpowerimesexttimeE = ext{power} imes ext{time} The power is given by the solar constant: E=1.36extkW/m2imes54extm2imes12exthoursimes3600exts/hourE = 1.36 ext{ kW/m}^2 imes 54 ext{ m}^2 imes 12 ext{ hours} imes 3600 ext{ s/hour} Calculating gives: E=1.36imes54imes43200=3.17imes106extkJE = 1.36 imes 54 imes 43200 = 3.17 imes 10^6 ext{ kJ}

Step 9

Calculate how heat is transferred at different rates depending on the material it is moving through. Describe an experiment to compare the rate of conduction through different solids.

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Answer

Heat is transferred at different rates based on the thermal conductivity of materials. For instance, metals typically conduct heat better than woods or plastics. An experiment could involve placing one end of metal, wood, and plastic rods in a heat source while measuring the temperature at the other end over time, thus allowing observation of how fast heat travels through each material.

Step 10

Unravel a measure of the rate of heat loss through walls and windows. Describe two ways of reducing heat loss from a building.

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Answer

The rate of heat loss through walls and windows is often measured in terms of thermal transmittance (U-value), which indicates how effective a building element is as an insulator. Two ways of reducing heat loss include: 1) Improving insulation by adding more materials like fiberglass within walls or 2) Installing double-glazed windows, which create an insulating barrier of air between two panes of glass.

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