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GRADE 6 · Science · LEARNING COMPANION

Temperature and its Measurement — Read Temperature Scales (2 of 3)

Three guided lessons with explanations, visual steps, practice and a final check.

Part 2 of a linked nine-lesson original sequence mapped to the core measurement outcomes of Curiosity Chapter 7. This companion alone is not a complete chapter; source activities and exercise concepts are adapted to original examples and supplied data. It does not provide every textbook exercise solution, health diagnosis or learner heating experiment.

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LESSON 1

Find an instrument’s range

Read lower and upper limits and decide whether a required reading lies within them.

An instrument’s range runs from its lowest stated measurement value to its highest. Read the actual endpoints and the unit. Range is different from the value of one small scale interval.

  1. Read both endpoints

    The illustrated model scale runs from −10 °C to 50 °C. Both labels are needed to report its range. Do not report only the largest label or assume the first mark is zero.

  2. Interpret negative values

    Values to the left of 0 °C on this horizontal model are below zero on the Celsius scale. For example, −5 °C is below 0 °C and above −10 °C. A negative Celsius value does not mean negative matter or no temperature.

  3. Check a proposed reading

    8 °C lies between −10 °C and 50 °C, so it lies inside the stated range. 70 °C is greater than the upper limit and is outside. Being in range does not by itself prove that a device is suitable for a particular material or method.

  4. Separate range from detail

    Two instruments can have the same endpoints but different small divisions. The range tells where they can measure; the divisions tell what labelled detail the scale supports. Check both before selecting a device.

Worked example: A supplied device card gives −5 °C to 45 °C. A proposed 12 °C measurement is within the range, while −8 °C and 60 °C are outside. The lower limit matters just as much as the upper limit.

Watch for this: Do not treat the largest number as the whole range. Do not confuse the total span with the value of one small interval.

Discuss: Create a range card with two endpoints and units. List two values inside and one outside, explaining each comparison.

LESSON 2

Work out the value of one interval

Calculate a scale interval from two labels and a count of equal spaces.

To find a scale interval, subtract two labelled values and divide by the number of equal intervals between them. Count spaces, not the number of boundary marks.

  1. Choose two clear labels

    The model shows 20 °C and 30 °C. Their difference is 10 °C. Use the same unit for both and check that the intervening intervals are equal.

  2. Count the spaces

    There are five equal intervals between those endpoints. Six boundary marks create five spaces, so counting marks instead of spaces gives the wrong divisor.

  3. Calculate one interval

    Divide the 10 °C difference by five: each interval represents 2 °C. Moving one interval upward changes the reading by 2 °C, not 1 °C.

  4. Use detail carefully

    A scale with smaller divisions lets us record finer steps. This is resolution, not a guarantee of accuracy. An instrument can display fine steps and still be used incorrectly or need checking.

Worked example: An original scale has eight equal intervals between 10 °C and 14 °C. The difference is 4 °C, so one interval is 4 ÷ 8 = 0.5 °C. There are nine boundary marks, but the divisor is eight intervals.

Watch for this: Every small mark does not automatically mean 1 °C. More marks or decimal digits do not automatically make a measurement accurate.

Discuss: Draw a scale from 10 °C to 14 °C with 0.5 °C intervals. Count the eight spaces and nine boundary marks, then explain why both counts are useful.

LESSON 3

Read a marked temperature scale

Read an original enlarged scale by combining a labelled starting point and counted intervals.

After finding the interval value, locate the top of the liquid column. Start from a nearby label and count the steps to that level. Our horizontal strip is an enlarged scale model, not a complete thermometer.

  1. Choose a starting label

    The red column on the enlarged model ends between 20 °C and 25 °C. Begin at 20 °C. Check that each small interval is 0.5 °C before counting.

  2. Count to the column top

    There are nine half-degree intervals from 20 °C to the top marker. Count the spaces, including the last one that ends at the marker.

  3. Combine base and steps

    Nine intervals contribute 9 × 0.5 °C = 4.5 °C. Add the base: 20 + 4.5 = 24.5 °C. A reading near 25 °C is a sensible check.

  4. Report only supported detail

    For this task, report 24.5 °C. Do not invent digits such as 24.537 °C from a drawing with half-degree marks. If a real reading falls between marks, follow the stated estimation method and record uncertainty rather than pretending it is exact.

Worked example: A supplied scale has 1 °C intervals. The column ends three intervals above its 12 °C label. Its reading is 12 + 3 × 1 = 15 °C, not 3 °C. The base label remains part of the result.

Watch for this: Do not count from zero unless zero is the starting label. Do not report only the temperature increase from the chosen label as the whole reading.

Discuss: Draw a 10–15 °C scale with 0.5 °C intervals and mark a reading of 13.5 °C. Explain the number of intervals above 10 °C.

Continue this chapter

Temperature and its Measurement — Evidence, Scales and Instruments (1 of 3) · Temperature and its Measurement — Measure and Compare Data (3 of 3)

Each companion covers selected outcomes. Use the chapter scope and adult checks to judge what still needs practice.

Show what you can do

Complete these tasks on paper or through discussion. An adult or teacher checks the evidence. The browser completion badge covers its choice questions and reflection; it does not certify speaking, writing or practical mastery.

Find an instrument’s range

Explain or demonstrate

For the stated range −5 °C to 45 °C, sort −8 °C, 12 °C, 44 °C and 60 °C into inside/outside. Explain one lower-limit and one upper-limit decision.

Evidence to include:

  • All four values sorted
  • Both limits used
  • Range separated from smallest division
Adult review guide

Explain or demonstrate

For the stated range −5 °C to 45 °C, sort −8 °C, 12 °C, 44 °C and 60 °C into inside/outside. Explain one lower-limit and one upper-limit decision.

Evidence to include:

  • All four values sorted
  • Both limits used
  • Range separated from smallest division

Review guide:

  • 1 point: 12 and 44 inside
  • 1 point: −8 and 60 outside
  • 1 point: explanation uses the correct lower/upper comparison

Example response: 12 and 44 °C are inside. −8 °C is below −5 °C, and 60 °C is above 45 °C. The endpoints do not tell me the size of each small division.

Work out the value of one interval

Explain or demonstrate

Draw and label a 10–14 °C scale with 0.5 °C intervals. State its interval count and boundary-mark count.

Evidence to include:

  • Endpoints correctly labelled
  • Equal steps correctly placed
  • Intervals distinguished from boundary marks
Adult review guide

Explain or demonstrate

Draw and label a 10–14 °C scale with 0.5 °C intervals. State its interval count and boundary-mark count.

Evidence to include:

  • Endpoints correctly labelled
  • Equal steps correctly placed
  • Intervals distinguished from boundary marks

Review guide:

  • 1 point: eight equal intervals
  • 1 point: nine boundary marks
  • 1 point: 0.5 °C per interval explained

Example response: The 4 °C span has eight half-degree spaces and nine boundary marks. Labels from 10 to 14 increase by 0.5 °C each time.

Read a marked temperature scale

Explain or demonstrate

Show 13.5 °C on an original 10–15 °C scale with 0.5 °C intervals and justify the position.

Evidence to include:

  • Ten half-degree intervals across the full span
  • Marker seven intervals above 10
  • Number and unit stated
Adult review guide

Explain or demonstrate

Show 13.5 °C on an original 10–15 °C scale with 0.5 °C intervals and justify the position.

Evidence to include:

  • Ten half-degree intervals across the full span
  • Marker seven intervals above 10
  • Number and unit stated

Review guide:

  • 1 point: equally spaced correct scale
  • 1 point: correct top marker
  • 1 point: 10 + 7 × 0.5 = 13.5 °C

Example response: The full 5 °C span contains ten half-degree intervals. I mark the column seven intervals above 10 °C: 10 + 3.5 = 13.5 °C.

Temperature and its Measurement · chapter pathway →

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Sources and coverage

Part 2 of a linked nine-lesson original sequence mapped to the core measurement outcomes of Curiosity Chapter 7. This companion alone is not a complete chapter; source activities and exercise concepts are adapted to original examples and supplied data. It does not provide every textbook exercise solution, health diagnosis or learner heating experiment.

Original HelioLearn teaching and questions. Source-aligned companion; not an official NCERT/CBSE publication or full textbook solution bank. Independent teacher review and narrated video are pending.