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Measurement of Time and Motion – Class 7 Science Chapter 8 Notes & NCERT PDF

Class 7ScienceChapter 8NCERT book: Curiosity - Science Class 7

Notes and a simple summary of Chapter 8 of the NCERT Class 7 Science book, with the official chapter PDF, flashcards, an MCQ quiz and an AI tutor for your doubts.

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Chapter 8: Measurement of Time and Motion

Introduction

Prerna won the 100 metre sprint among girls at the district-level interschool competition and dreams of representing India. Watching Olympic reruns, she is amazed that timing is so precise that a winner can be found even when two sprinters seem to finish together. Her school uses a stopwatch; her mother wears a wristwatch; her sister checks a mobile phone; her uncle uses a Braille watch and a talking watch. She wonders: how was time measured when there were no clocks and watches?

Key Concepts

8.1 Measurement of time

People noticed events that repeat at definite intervals — sunrise and sunset, phases of the Moon, changing seasons — and used them to make calendars. To measure shorter intervals within a day they made:

  • Sundial — time from the changing position of a shadow cast by sunlight.
  • Water clock — water flows out of a marked vessel, or a bowl with a fine hole floats and sinks after a fixed time.
  • Hourglass — sand flows from one bulb to the other.
  • Candle clock — a marked candle burns down.
  • The Samrat Yantra at Jantar Mantar, Jaipur, built about 300 years ago, is the world's largest stone sundial — 27 metres high; its shadow moves about 1 millimetre per second and can measure intervals as short as 2 seconds. Like any sundial, it shows local solar time, which needs correction to get Indian Standard Time.

    In ancient India, the Arthasastra by Kautilya first referred to shadow-based time; Varahamihira (around 530 CE) gave an expression for time from a vertical stick's shadow. The sinking-bowl water clock, the Ghatika-yantra, was first mentioned by Aryabhata. Its bowl took 24 minutes to fill and sink — one ghatika (ghati), so a 24-hour day had 60 ghatis. Each sinking was announced with drums, conch shells or a gong.

    Activity 8.1 builds a simple water clock: cut a plastic bottle in two, make a hole in the cap with a drawing pin, invert the top over the bottom, fill with coloured water and mark the level every minute.

    Pendulums

    Mechanical clocks driven by weights, gears and springs developed from the 14th century. The pendulum clock, invented in 1656 and patented in 1657 by Christiaan Huygens, was a breakthrough. He was inspired by Galileo Galilei, who, watching a swinging church lamp and using his pulse, found that each swing took the same time.

    Simple pendulum: a small metal ball (the bob) hung from a rigid support by a long thread.
  • At rest it is at the mean position (O). Pulled aside and released, it moves in oscillatory, periodic motion.
  • One oscillation: O → A → B → O, or A → B → A.
  • Time period: the time taken by a pendulum to complete one oscillation.

    Activity 8.2: with a string length of about 100 cm, time 10 oscillations and divide by 10. For example, if 10 oscillations take 20 s, the time period is 20 ÷ 10 = 2 s. Repeated readings give almost the same value.

    The time period of a simple pendulum depends on its length but not on the mass of the bob. Pendulums of the same length have the same time period at a given place.

    All clocks use some process that repeats continuously. Modern quartz clocks use vibrations of a quartz crystal and atomic clocks use vibrations of atoms. Huygens' clocks could gain or lose 10 seconds a day; atomic clocks lose only one second in millions of years.

    8.1.2 SI unit of time

  • The SI unit of time is the second (s). Larger units: minute (min) and hour (h).
  • 60 s = 1 min; 60 min = 1 h.
  • Write symbols in lowercase and singular, with no full stop after them (except at a sentence end), and leave a space between number and unit. "sec" and "hrs" are incorrect.
  • Today, sports timers measure hundredths or thousandths of a second (a millisecond); ECG machines detect millisecond variations in heartbeats; computers work in microseconds.

    8.2 and 8.3 Slow or fast — speed

    In a race over the same distance, the runner who covers more distance in the same time is faster.

    Speed = Total distance covered ÷ Total time taken
  • SI unit of speed: metre/second (m/s); also kilometre/hour (km/h).
  • Distance = Speed × Time; Time = Distance ÷ Speed.
  • In this book, "speed" means average speed, since objects rarely move at the same speed throughout.
  • Vehicles have a speedometer (shows speed in km/h) and an odometer (shows distance travelled in km).
  • 8.4 Uniform and non-uniform linear motion

    Motion along a straight line is linear motion. A train leaving station A speeds up, runs at constant speed from B to C, then slows to stop at D.

  • Uniform linear motion: straight line, constant speed — equal distances in equal intervals of time (B to C).
  • Non-uniform linear motion: speed keeps changing — unequal distances in equal intervals (A to B, C to D).
  • Uniform motion is an idealisation; in daily life we use average speed.
  • Worked Examples (from the chapter)

  • Example 8.1: Swati's school is 3.6 km away and she cycles there in 15 min. Speed = (3.6 × 1000 m) ÷ (15 × 60 s) = 3600 ÷ 900 = 4 m/s.
  • Example 8.2: A bus moves at 50 km/h for 2 h. Distance = 50 × 2 = 100 km.
  • Example 8.3: A train at 90 km/h covers 360 km. Time = 360 ÷ 90 = 4 h.
  • Converting units: 150 m in 10 s = 15 m/s; since 1 m/s = 3.6 km/h, 15 m/s = 54 km/h. And 72 km/h = 72 × 1000 ÷ 3600 = 20 m/s, faster than a galloping horse at about 18 m/s.
  • Average speed: a car covers 60 km, 70 km and 50 km in three successive hours — not uniform; average speed = 180 ÷ 3 = 60 km/h.
  • Activities in the Chapter

  • 8.1 Water clock: mark water levels every minute to make your own timer.
  • 8.2 Simple pendulum: time 10 oscillations, divide by 10; repeat, then change the length or bob mass to test what matters.
  • 8.3 Wall clock: the smallest interval it can measure is one second.
  • 8.4 Train timetable: use distance and departure/arrival times between two stations to find train speeds and compare.
  • Key Terms

  • Time period (आवर्तकाल) — time for one oscillation
  • Oscillation (दोलन) — one complete to-and-fro swing
  • Simple pendulum (सरल लोलक) and bob (गोलक)
  • Mean position (माध्य स्थिति)
  • Periodic motion (आवर्ती गति) — motion repeating after fixed intervals
  • Sundial (धूपघड़ी), Water clock (जल घड़ी), Hourglass (रेत घड़ी)
  • Speed (चाल) and average speed (औसत चाल)
  • Uniform linear motion (एकसमान रैखिक गति)
  • Non-uniform linear motion (असमान रैखिक गति)
  • Speedometer (चालमापी) and Odometer (दूरीमापी)
  • Real-life Connections

  • Sprint timing, ECG monitors and mobile phones all depend on precise time measurement.
  • A playground swing behaves like a pendulum.
  • Vehicle dashboards show speed (speedometer) and distance (odometer).
  • Common Misconceptions

  • "A heavier bob swings faster." — The time period depends on length, not the bob's mass.
  • "One oscillation is O to A." — It is O → A → B → O (or A → B → A).
  • "Write 5 hrs or 10 sec." — Correct forms are 5 h and 10 s.
  • "Speed in km/h and m/s are the same number." — Convert: km/h × 1000 ÷ 3600 gives m/s.
  • "A bus in city traffic moves uniformly." — Its speed keeps changing, so the motion is non-uniform.
  • Keep the Curiosity Alive (exercise hints)

  • Q2: 400 m in 50 s = 8 m/s; 400 m in 45 s ≈ 8.89 m/s; the second runner is faster by about 0.89 m/s.
  • Q3: 360 km = 360 000 m; at 25 m/s time = 14 400 s = 4 h.
  • Q4: 180 km in 3 h = 60 km/h ≈ 16.67 m/s; in 4 h it covers 240 km.
  • Q11: first 500 m at 10 m/s takes 50 s; next 500 m at 5 m/s takes 100 s; remaining 1000 m must take 50 s, so speed 20 m/s; average speed = 2000 m ÷ 200 s = 10 m/s.
  • 💡 Key Learning Points

    • ✓People measured time using repeating natural events and devices like sundials, water clocks (including India's Ghatika-yantra), hourglasses and candle clocks.
    • ✓The time period of a simple pendulum is the time for one oscillation; it depends on length, not on the bob's mass, and is constant at a place.
    • ✓The SI unit of time is the second (s); 60 s = 1 min and 60 min = 1 h, with correct lowercase symbols.
    • ✓Speed = total distance ÷ total time; units m/s and km/h; distance = speed × time and time = distance ÷ speed.
    • ✓Uniform linear motion has constant speed (equal distances in equal times); non-uniform motion has changing speed.

    👨‍🏫 Teaching Tips

    • →Start with Prerna's list of timekeeping devices and ask students to add devices from their own homes.
    • →Build the simple water clock (Activity 8.1) in groups and compare how evenly each clock's markings are spaced.
    • →Do Activity 8.2 with a 100 cm pendulum: time 10 oscillations and divide by 10; then test different lengths and bob masses like Galileo.
    • →Drill unit rules (s, min, h; no 'sec' or 'hrs') with a quick correct-the-mistake exercise.
    • →Solve Examples 8.1–8.3 step by step, showing units at every line, then practise converting km/h to m/s.
    • →Use a real train timetable (Activity 8.4) to compute speeds between two stations.
    • →Draw the A-B-C-D train track and mark uniform and non-uniform parts.

    📋 Assessment Questions

    1. Can the student describe how a sundial, water clock and Ghatika-yantra measure time?
    2. Can the student define one oscillation and time period, and find the time period from timing 10 oscillations?
    3. Can the student state what the time period of a pendulum depends on and what it does not depend on?
    4. Can the student calculate speed, distance or time and convert between m/s and km/h correctly?
    5. Can the student distinguish uniform and non-uniform linear motion with examples?

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