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NCERT Solutions · Class 6 Science · Chapter 7

Chapter 7: Temperature and its Measurement (Physics)

Answers to all "Let us enhance our learning" questions of Chapter 7, Temperature and its Measurement (NCERT Class 6 Science, Curiosity, 2026-27): clinical and laboratory thermometers, Celsius and Fahrenheit scales, reading a thermometer correctly, and normal body temperature. All 14 questions are answered, with the key answer highlighted.

Normal body temperature ≈ 37.0 °C (98.6 °F). A clinical thermometer usually reads 35 °C to 42 °C; a laboratory thermometer usually −10 °C to 110 °C. While measuring, keep the laboratory thermometer upright, with its bulb fully in the liquid but not touching the bottom or sides, and read it with your eye level with the top of the liquid column.

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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
Solution

(ii) 37.0 °C. (98.6 is the value in °F, not °C.)

(ii) 37.0 °C

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

(iv) 98.6 °F. (Check: .)

(iv) 98.6 °F

3
Fill in the blanks: (i) The hotness or coldness of a system is determined by its ___. (ii) The temperature of ice-cold water cannot be measured by a ___ thermometer. (iii) The unit of temperature is degree ___.
Solution

(i) temperature (ii) clinical (its range starts at 35 °C) (iii) Celsius (°C)

(i) temperature (ii) clinical (iii) 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
Solution

(ii) −10 °C to 110 °C. ((iv) is the range of a clinical thermometer.)

(ii) −10 °C to 110 °C

5
Four students used a laboratory thermometer to measure the temperature of water (Fig. 7.6). Who followed the correct way for measuring temperature? (i) Student 1 (ii) Student 2 (iii) Student 3 (iv) Student 4
Solution

(iii) Student 3. Student 3 holds the thermometer upright, with the bulb fully dipped in the water and not touching the bottom or the sides of the beaker. Student 1 holds it slanting, and in the others the bulb either touches the beaker or is not properly in the water, which gives a wrong reading.

(iii) Student 3: thermometer upright, bulb fully in the water without touching the beaker.

6
Colour to show the red column on the drawings of thermometers as per the temperatures 14 °C, 17 °C and 7.5 °C.
Solution

On each thermometer, find the mark for the given temperature, and colour the red column from the bulb up to that mark:

  • 14 °C: 4 small divisions above the 10 °C mark.
  • 17 °C: 7 small divisions above 10 °C (3 below 20 °C).
  • 7.5 °C: 7 small divisions and a half above the 0 °C mark (halfway between the 7 °C and 8 °C marks).

Colour the column up to the 14 °C, 17 °C and 7.5 °C marks (counting the small divisions above 10 °C or 0 °C).

7
Observe the part of the thermometer shown in Fig. 7.8. (i) What type of thermometer is it? (ii) What is the reading? (iii) What is the smallest value that this thermometer can measure?
Solution

(i) A laboratory thermometer (its scale starts below 0 °C, at −10 °C).

(ii) The red column ends a little after the 25 °C mark: about 26 °C.

(iii) There are 10 divisions between 0 and 10, so each division is 1 °C.

(i) Laboratory thermometer (ii) about 26 °C (iii) 1 °C

8
A laboratory thermometer is not used to measure our body temperature. Give a reason.
Solution
  • A laboratory thermometer has no kink near the bulb, so the mercury or alcohol level starts falling as soon as it is taken out of the mouth or armpit; we cannot read it properly.
  • It is long and not designed to be kept under the tongue; and its range (−10 °C to 110 °C) with 1 °C divisions is too coarse for body temperature, where small changes (like 0.1 °C) matter.

A clinical thermometer is made for this purpose.

The level in a laboratory thermometer falls as soon as it is removed from the body (no kink), and it is not made to be kept in the mouth; a clinical thermometer is used instead.

9
Vaishnavi's body temperature was recorded for three days (Table 7.4). (i) What was her highest recorded temperature? (ii) On which day and at what time was it recorded? (iii) On which day did her temperature return to normal?
Solution

(i) 40.0 °C

(ii) On Day One at 7 pm.

(iii) On Day Three: her temperature came down to 37.0 °C at 4 pm (and went slightly below, which is still normal).

(i) 40.0 °C (ii) Day One, 7 pm (iii) Day Three (37.0 °C at 4 pm)

10
If you have to measure the temperature 22.5 °C, which of the three thermometers in Fig. 7.9 will you use? Explain.
Solution

Thermometer (b). It has 20 divisions between two 10 °C marks, so each division is 0.5 °C, and 22.5 °C falls exactly on a mark. Thermometer (a) has 1 °C divisions and (c) has 2 °C divisions, so with them 22.5 °C can only be guessed.

(b): its smallest division is 0.5 °C, so it can show 22.5 °C exactly.

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
Solution

Each small division is 0.5 °C, and the red line ends 5 divisions after 25 °C: 27.5 °C. Answer: (ii).

(ii) 27.5 °C

12
A laboratory thermometer has 50 divisions between 0 °C and 100 °C. What does each division of this thermometer measure?
Solution

Each division measures 2 °C.

2 °C

13
Draw the scale of a thermometer in which the smallest division reads 0.5 °C. You may draw only the portion between 10 °C and 20 °C.
Solution

Between 10 °C and 20 °C there are divisions. Draw a line, mark 10, 15 and 20 with long ticks, and divide each 5 °C gap into 10 equal parts.

101520
Thermometer scale from 10 °C to 20 °C: 20 equal divisions, so each division is 0.5 °C

Draw 20 equal divisions between 10 °C and 20 °C, with longer marks at 10, 15 and 20.

14
Komal tells you that she has a fever of 101 degrees. Does she mean it on the Celsius scale or Fahrenheit scale?
Solution

Fahrenheit. Normal body temperature is 98.6 °F (37 °C), so 101 °F is a fever (about 38.3 °C). 101 °C is impossible for a living person (it is hotter than boiling water).

The Fahrenheit scale: 101 °F is a fever; 101 °C is hotter than boiling water.

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