Chapter 7: Temperature and its Measurement Class 6th Science (CURIOSITY) NCERT Solution

Temperature and its Measurement — Solutions
CLASS 6 · SCIENCE · CURIOSITY

Chapter 7 — Temperature and its Measurement

Detailed solutions to every in-text “curiosity” question and every “Let us enhance our learning” exercise, with worked calculations, drawn thermometer diagrams, and the original textbook figures.

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💭In-text Questions

1
Can it always be correctly judged that a person has fever, only by touching the person?
Answer

No. Our sense of touch is not reliable for judging hotness or coldness accurately.

In Activity 7.1, the same water in container B feels cool to the hand that was in warm water and warm to the hand that was in cold water. So touch can only give a rough idea — to confirm a fever we must measure the body temperature with a thermometer.

2
Then how do we find out how hot or cold a body is?
Answer

By measuring its temperature using a thermometer. Temperature is a reliable measure of the hotness or coldness of a body — a hotter body has a higher temperature than a colder one.

3
During the COVID-19 pandemic, some special thermometers measured a person’s temperature from a distance. What were those?
Answer

They are non-contact thermometers, also called infrared thermometers. They measure a person’s temperature without touching the body, which helps reduce the risk of spreading disease.

4
Do small children generally have slightly higher body temperatures compared to adults?
Answer

Body temperature is influenced by age (as well as time of day and activity level). The value 37.0 °C is only an average of many healthy people, so a perfectly healthy person can have a normal temperature a little different from 37.0 °C.

In general, small children may have a normal body temperature slightly higher than that of adults — the exact “normal” varies from person to person.

5
Do old people, even when healthy, generally have lower body temperatures than young adults?
Answer

Yes, generally. Since normal body temperature varies with age, healthy older people often have a normal temperature a little lower than that of young adults. Again, 37.0 °C is just an average — a healthy person’s normal value can be slightly above or below it.

6
A friend’s digital thermometer shows the normal body temperature as 98.6 °F. What is the reason for this difference?
Answer

That thermometer uses the Fahrenheit scale instead of the Celsius scale. It is the same temperature shown in a different unit:

$$37.0\ ^\circ\text{C} = 98.6\ ^\circ\text{F}$$

So both readings describe the same normal body temperature — only the scale differs.

7
Can a clinical thermometer be used for measuring the temperature of boiling water or of ice?
Answer

No. The temperatures of boiling water (about 100 °C) and of ice (0 °C) lie outside the range of a clinical thermometer, which is designed only for the narrow band of human body temperature (about 35 °C to 42 °C). For those, a laboratory thermometer is needed.

8
How can we measure temperatures beyond the range of a clinical thermometer?
Answer

By using a laboratory thermometer. It has a much wider range — typically from −10 °C to 110 °C — so it can measure things like ice, warm water and boiling water that a clinical thermometer cannot.

9
How was fever detected before thermometers were developed?
Answer

By feeling the pulse rate. Fever raises a person’s pulse rate, and this was known even in olden days in India.

However, since several other situations also change the pulse rate, pulse rate alone is not a fully reliable indicator of fever.

10
Can we use a laboratory thermometer for measuring the body temperature of a person?
Answer

No. A laboratory thermometer is not suitable for body temperature. Its reading starts falling as soon as it is taken out of contact, so it must be read while in contact — which is impractical and unhygienic for the body. It is also long and fragile and not designed to be placed in the mouth or armpit. For body temperature we use a clinical thermometer.

📘Let us enhance our learning

1
The normal temperature of a healthy human being is close to ____.(i) 98.6 °C (ii) 37.0 °C (iii) 32.0 °C (iv) 27.0 °C
Answer
(i) 98.6 °C
(ii) 37.0 °C ✓
(iii) 32.0 °C
(iv) 27.0 °C

Answer: (ii) 37.0 °C — this is the accepted average normal body temperature (equal to 98.6 °F).

2
37 °C is the same temperature as ____.(i) 97.4 °F (ii) 97.6 °F (iii) 98.4 °F (iv) 98.6 °F
Answer
(i) 97.4 °F
(ii) 97.6 °F
(iii) 98.4 °F
(iv) 98.6 °F ✓

Answer: (iv) 98.6 °F. On the Fahrenheit scale, 37 °C equals 98.6 °F.

3
Fill in the blanks.
Answer
  • (i) The hotness or coldness of a system is determined by its temperature.
  • (ii) The temperature of ice-cold water cannot be measured by a clinical thermometer.
  • (iii) The unit of temperature is degree Celsius.
4
The range of a laboratory thermometer is usually ____.(i) 10 °C to 100 °C (ii) −10 °C to 110 °C (iii) 32 °C to 45 °C (iv) 35 °C to 42 °C
Answer
(i) 10 to 100 °C
(ii) −10 °C to 110 °C ✓
(iii) 32 to 45 °C
(iv) 35 to 42 °C

Answer: (ii) −10 °C to 110 °C. (Option (iv), 35–42 °C, is the range of a clinical thermometer.)

5
Four students measured the temperature of water (Fig. 7.6). Who followed the correct way?
Answer
Four students measuring temperature
Fig. 7.6: Four ways of holding the thermometer in the beaker

Answer: Student 3. The correct way is to hold the thermometer vertically with the bulb fully immersed in the water but not touching the bottom or the sides of the beaker, and to read it while it is still immersed. Only Student 3 does all of this.

The others go wrong: the thermometer is tilted, or the bulb touches the bottom of the beaker, or the bulb is not properly immersed.

6
Colour the red column on the thermometers (Fig. 7.7) to show 14 °C, 17 °C and 7.5 °C.
Answer

The red liquid should rise up to each marked temperature, as shown below:

@edugrown -100102030 14 °C @edugrown -100102030 17 °C @edugrown -100102030 7.5 °C

For 7.5 °C the column stops halfway between the 5 °C and 10 °C marks (one small division = 1 °C, so half a division above 7 °C).

7
Observe the part of the thermometer in Fig. 7.8 and answer: (i) type (ii) reading (iii) smallest value it can measure.
Answer
Part of a thermometer scale from -10 to 40
Fig. 7.8: A part of a thermometer scale
  • (i) Type: a laboratory thermometer — its scale reads below 0 °C (from about −10 °C up to 40 °C), a range a clinical thermometer does not have.
  • (ii) Reading: read the mark where the top of the liquid column lies — it coincides with the 10 °C mark, so the reading is 10 °C.
  • (iii) Smallest value: between two big marks (10 °C apart) there are 10 small divisions, so one division = 10 ÷ 10 = 1 °C.
8
A laboratory thermometer is not used to measure our body temperature. Give a reason.
Answer

A laboratory thermometer’s liquid level starts falling the moment it is removed from the body (it has no arrangement to “hold” the reading), so it would have to be read while kept in the mouth — which is impractical and unhygienic.

It is also long and fragile and its range is much wider than needed, making it unsuitable and less precise for body temperature. A clinical thermometer, designed for this purpose, is used instead.

9
Vaishnavi’s body-temperature record for three days is in Table 7.4. Answer (i)–(iii).
Answer
Day7 am10 am1 pm4 pm7 pm10 pm
One38.037.838.038.040.039.0
Two38.638.839.039.039.038.0
Three37.637.437.237.036.836.6
  • (i) Highest recorded temperature: 40.0 °C.
  • (ii) When: on Day One at 7 pm.
  • (iii) Returned to normal: on Day Three — the temperature reaches 37.0 °C (normal) by 4 pm and stays at/below normal after that.
10
To measure 22.5 °C, which of the three thermometers in Fig. 7.9 will you use? Explain.
Answer
Three laboratory thermometers with different divisions
Fig. 7.9: Three thermometers with different smallest divisions

Answer: thermometer (a). To read a value like 22.5 °C (which falls halfway between two whole degrees), we need a thermometer whose smallest division is 0.5 °C. Thermometer (a) has the finest divisions (0.5 °C), so it can show 22.5 °C accurately.

The other two have coarser divisions (1 °C or 2 °C), so they cannot read the exact half-degree value.

11
The temperature shown by the thermometer in Fig. 7.10 is ____.(i) 28.0 °C (ii) 27.5 °C (iii) 26.5 °C (iv) 25.3 °C
Answer
Thermometer scale from 0 to 40
Fig. 7.10: Reading the thermometer scale
(i) 28.0 °C
(ii) 27.5 °C ✓
(iii) 26.5 °C
(iv) 25.3 °C

Answer: (ii) 27.5 °C. The top of the column lies halfway between the 25 °C and 30 °C marks — one small division is 0.5 °C, so the reading is 27.5 °C.

12
A laboratory thermometer has 50 divisions between 0 °C and 100 °C. What does each division measure?
Answer
$$\text{value of one division} = \frac{\text{total range}}{\text{number of divisions}} = \frac{100\ ^\circ\text{C} – 0\ ^\circ\text{C}}{50} = \boxed{2\ ^\circ\text{C}}$$

So each division measures 2 °C.

13
Draw the scale of a thermometer whose smallest division reads 0.5 °C (portion 10 °C to 20 °C).
Answer

Between 10 °C and 20 °C there must be 10 ÷ 0.5 = 20 equal divisions. The scale looks like this:

@edugrown 1011121314151617181920 Each small division = 0.5 °C (20 divisions between 10 °C and 20 °C) °C
14
Komal says she has a fever of 101 degrees. Does she mean the Celsius scale or the Fahrenheit scale?
Answer

She means the Fahrenheit scale (101 °F).

  • 101 °C is close to the boiling point of water — a human body can never reach it (body temperature never goes much above about 42 °C).
  • On the Fahrenheit scale, normal body temperature is 98.6 °F, so 101 °F is a typical fever reading. Hence Komal means 101 °F.

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