Skip to content

Anatomy of the human bodyInvestigateabout 36 min

Predict it, then test it

Seven claims about your body, tested with paper, a tape measure and real class data

Guess before you look: does a hollow tube beat a solid rod, does height equal arm span for everyone, can a bone reveal a stranger’s height, does exercise raise every pulse equally, are you really symmetric, and does your shoulder really out-move your hip? Seven hands-on tests against real evidence.

Start at chapter 1

In this part you’ll

  • Test whether a hollow tube resists bending better than a solid rod of the same material, and explain why.
  • Distinguish a rule that is true on average from a rule that is true for every individual, using real class height and arm-span data.
  • Use a simple ratio to estimate height from a bone length, and explain the limits of a single average formula.
  • Collect and compare a class’s resting and after-exercise pulse, and describe what varies and what does not.
  • Test your own body for bilateral symmetry and separate the roughly-symmetric outside from the deliberately lopsided inside.

Discover showed you the map. Understand explained how the pieces are built. This layer does neither: it puts seven claims about your own body to the test. For each one, you will guess first, then measure, build or observe, and then compare your guess with what actually happened.

This is how anatomy has always really been learned — not by being told a fact, but by checking it. Every measurement here is safe, needs nothing but paper, a tape measure and a clock, and never requires you to share a number you would rather keep private.

Keep one question in your head through every section: is this always true, or just true on average? A great deal of confusion about bodies comes from mixing those two up. A rule can be reliable for a whole class and still be wrong for any one person in it. You are about to see that happen more than once.

The same four-step test, every time

  1. Step 01Predictbefore you look

    Commit to a guess, in writing or out loud, before you measure or try anything. A prediction you made up afterwards teaches you nothing.

  2. Step 02Testmeasure, build or observe

    Do the thing: make the paper columns, measure the class, apply the formula, take the pulses.

  3. Step 03Compareguess vs. evidence

    Put your prediction next to what actually happened. Where do they match? Where do they not?

  4. Step 04Explainthe why

    A test that only says "I was right" or "I was wrong" is half finished. The useful half is working out why the evidence came out the way it did.

Words for testing an idea

hypothesis
A testable guess about how something works, made before you collect evidence.
Example: "A hollow tube will resist bending better than a solid rod of the same mass" is a hypothesis.
prediction
What you expect to observe if your hypothesis is correct.
Example: If the hypothesis about tubes is right, the paper tube should hold more books.
variable
Anything in a test that can change or be changed.
Example: The shape of the paper column, the number of books, and who is stacking them are all variables.
controlled variable
Something you deliberately keep the same, so it cannot explain a difference in your result.
Example: Using the same size and type of paper for both columns controls for the material.
sample size
How many people, objects or measurements a test is based on.
Example: A class of fifteen pupils is a small sample; a real forensic study uses thousands of skeletons.
margin of error
How far a real value might reasonably be from an estimate.
Example: A femur-based height estimate is usually stated with a margin of error of several centimetres, not as one exact number.

Chapter 01

Claim 1: a hollow tube resists bending better than a solid rod of the same mass

Your long bones, such as the femur, are hollow tubes with marrow in the middle rather than solid rods of bone all the way through. The claim, made in the Understand layer, was that for the same amount of material, a tube resists bending better than a rod. That was reasoning on paper. Now test it.

Predict first

You will make two paper columns from two identical sheets of A4 paper: one rolled into a tube and taped, one folded flat into a narrow strip. Both use the same amount of paper. Which do you predict will hold more books stacked on top before collapsing?

Once you notice the tube-beats-rod pattern, you start seeing it everywhere. Bamboo scaffolding, still common on Indian building sites, is strong enough to support workers and materials many storeys up precisely because bamboo grows as a hollow tube with internal cross-walls, not a solid stem. A bicycle frame is tubing, not solid bar, for the same reason it would be needlessly heavy and no stronger if it were solid. Drinking straws, kitchen foil rolls and the collarbone in your own shoulder are all, in their own way, the same trick: nature and engineers keep arriving at the same shape because the same physics rewards it every time.

Chapter 02

Claim 2: your height equals your arm span

The Vitruvian claim from Discover was that height and arm span are about equal. Averaged over 15 classmates, that held up well: 148.9 cm against 149.0 cm, a gap of only 0.1 cm. But an average hides individuals. Time to look at every single person separately.

TableArm span minus height for all fifteen pupils (a positive number means a longer arm span)
PupilHeight (cm)Arm span (cm)Span − height (cm)
1138136-2
2141142+1
3142140-2
4144145+1
5145144-1
6147148+1
7147146-1
8149150+1
9150149-1
10151153+2
11152151-1
12153155+2
13155156+1
14158157-1
15161163+2

Predict first

Looking at the table, did every single pupil have an arm span within 2 cm of their own height?

Lab

Test the height-equals-arm-span rule pupil by pupil, not just on the class average.

Round 1 / 2★ 0 ptsBest: 0

Challenge 1Nudge one arm span value so the class mean arm span becomes 149 cm without changing any height.

Target: mean = 149. Right now the mean is 148.87. Add or remove dots below — it checks as you go.

120126132138144150156162168174138 cm — click to remove141 cm — click to remove142 cm — click to remove144 cm — click to remove145 cm — click to remove147 cm — click to remove147 cm — click to remove149 cm — click to remove150 cm — click to remove151 cm — click to remove152 cm — click to remove153 cm — click to remove155 cm — click to remove158 cm — click to remove161 cm — click to removemedian 149mean 148.87

Tap the number line to add a value; tap a dot to remove it. Dashed long line = mean (●), dotted line = median (▲).

The values (15)

  • 138
  • 141
  • 142
  • 144
  • 145
  • 147
  • 147
  • 149
  • 150
  • 151
  • 152
  • 153
  • 155
  • 158
  • 161
Mean (share it out equally)148.87 cm

sum ÷ count = 2233 ÷ 15 ≈ 148.87

Median (the middle value)149 cm

138141142144145147147149150151152153155158161

15 values (odd), so the middle one — number 8 in order — is the median.

Mode (most common)147

147 appears 2 times — more than any other value.

Range (spread)23 cm

max − min = 161 − 138 = 23

Text version of this activity

The lab plots height and arm span as two aligned dot plots, one dot per pupil, so you can compare the same person's two measurements directly instead of only comparing two averages.

Drag any dot and watch both the individual gap and the class mean update. Try to make the means exactly equal (they start 0.1 cm apart) without making every individual gap zero — you will find you can, because the small pluses and minuses in the individual differences cancel out when averaged. That cancellation is exactly why the class mean matches the rule far better than most individuals do.

Need a different angle?

Chapter 03

Claim 3: measuring with your hand is just as good as measuring with a ruler

Long before rulers were standardised, people measured length with parts of their own body: a hand span (thumb tip to little-finger tip), a cubit (elbow to fingertip), a foot. A classroom desk measured in hand spans should give roughly the same answer for everyone — or should it?

Predict first

A 120 cm desk is measured in hand spans by 15 pupils with hand spans from 16 cm to 22 cm. Will they all report the same number of hand spans for the same desk?

TableThe same 120 cm desk, measured in each pupil’s own hand spans
Hand span (cm)Desk in that pupil’s hand spans
16 cm7.5
17 cm7.1
17 cm7.1
18 cm6.7
18 cm6.7
18 cm6.7
19 cm6.3
19 cm6.3
19 cm6.3
19 cm6.3
20 cm6.0
20 cm6.0
21 cm5.7
21 cm5.7
22 cm5.5

Worked example

0 / 4 steps shown

The same desk, two very different-looking answers

One pupil has a 16 cm hand span; another has a 22 cm hand span. How many hand spans does each report for the same 120 cm desk, and by how much do their answers differ?

Need a different angle?

Chapter 04

Claim 4: a single bone can reveal a person’s height

Forensic anthropologists — scientists who study skeletons to learn about the people they belonged to — regularly estimate a missing person's height from just one long bone, most often the femur. The idea rests on the fact used in Discover: the femur is reliably about 26% of a person's standing height. Turn that ratio around and a bone becomes a height.

Worked example

0 / 4 steps shown

From femur to height, and back again

A recovered femur measures 45 cm. Estimate the height of the person it belonged to.

Need a different angle?

Try it

cm

This is not a classroom curiosity. Forensic anthropologists use exactly this kind of reasoning, made far more rigorous, to help identify people after disasters, to help archaeologists estimate the height and age of people who lived thousands of years ago from their remains, and to help police work out basic facts about an unidentified skeleton before other evidence narrows things further. The single ratio used above is the seed of a real, respected profession.

Height
from a limb boneA long bone such as the femur, applied to a calibrated ratio, gives height within several centimetres.
Age, in children
from teethThe number and type of teeth present narrows a child’s age closely, because teeth appear in a predictable order.
Still growing?
from growth platesAn X-ray showing open growth plates means the skeleton is still lengthening; fused plates mean adult height has been reached.
An old injury
from healed boneA healed fracture leaves a permanent thickened mark on the bone that can still be seen and dated years later.

Reflect

This stays on this page only. It isn’t saved or sent anywhere.

Chapter 05

Claim 5: exercise raises everyone’s pulse by the same amount

Measure your resting pulse for 15 seconds and multiply by 4. Then do twenty star jumps (or skip this and use the recorded numbers below), sit down immediately, and measure your pulse again the same way.

Predict first

Before looking at any data: do you expect every single person’s pulse to rise by roughly the same number of beats per minute after the same mild exercise?

Lab

Compare resting and after-exercise pulse for the same fifteen pupils, and test whether the rise is the same for everyone.

Round 1 / 2★ 0 ptsBest: 0

Challenge 1Adjust the after-exercise data so its mean is exactly 100 bpm.

Target: mean = 100. Right now the mean is 81.33. Add or remove dots below — it checks as you go.

60677481889510210911612313072 bpm — click to remove76 bpm — click to remove80 bpm — click to remove84 bpm — click to remove88 bpm — click to remove72 bpm — click to remove92 bpm — click to remove80 bpm — click to remove76 bpm — click to remove84 bpm — click to remove88 bpm — click to remove80 bpm — click to remove72 bpm — click to remove96 bpm — click to remove80 bpm — click to removemedian 80mean 81.33

Tap the number line to add a value; tap a dot to remove it. Dashed long line = mean (●), dotted line = median (▲).

The values (15)

  • 72
  • 76
  • 80
  • 84
  • 88
  • 72
  • 92
  • 80
  • 76
  • 84
  • 88
  • 80
  • 72
  • 96
  • 80
Mean (share it out equally)81.33 bpm

sum ÷ count = 1220 ÷ 15 ≈ 81.33

Median (the middle value)80 bpm

727272767680808080848488889296

15 values (odd), so the middle one — number 8 in order — is the median.

Mode (most common)80

80 appears 4 times — more than any other value.

Range (spread)24 bpm

max − min = 96 − 72 = 24

Text version of this activity

Two aligned dot plots: resting pulse (mean 81.3 bpm) and pulse straight after mild exercise (mean 98.9 bpm). Every single dot moved upward — nobody's pulse fell — but by very different amounts: from as little as 4 bpm to as much as 28 bpm, a range of 24 bpm in the rise itself.

Drag dots and watch the class mean rise (17.6 bpm on average) stay steady even while individual rises vary hugely — the same "true on average, not for every individual" pattern as the arm-span data.

Need a different angle?

Worked example

0 / 4 steps shown

Turn the class rise into a percentage

The class mean pulse rose from 81.3 bpm resting to 98.9 bpm after mild exercise. What was that rise as a percentage of the resting pulse?

Need a different angle?

Try it

bpm

Chapter 06

Claim 6: your left and right sides are mirror images

Discover claimed humans are bilaterally symmetric on the outside. "Symmetric" is doing a lot of work in that sentence. Roughly symmetric, or exactly symmetric? Measure yourself and find out.

Lab

Decide, feature by feature, whether the body is truly symmetric, roughly symmetric, or deliberately lopsided.

Sort each body feature by how symmetric you would expect careful measurement to find it.

8 cards, 3 bins. Tap a card, then tap its bin. You can also drag, or press a bin’s number key.

Text version of this activity

Eight features and three bins. This game rewards exactly the distinction the chapter is making: outward, paired body parts tend to be roughly symmetric — close but not identical under a ruler — while single internal organs are either exactly matched in number (ribs) or deliberately asymmetric by position and design (heart, liver, lungs).

A wrong drop explains which of the three bins is correct and why, so a mistake is never a dead end.

Need a different angle?

Chapter 07

Claim 7: your shoulder moves further than your hip, even though both are ball-and-socket

Understand explained that the shoulder and hip are both ball-and-socket joints, but built with opposite priorities: a shallow shoulder socket for reach, a deep hip socket for load-bearing stability. That was a claim about design. Time to test what it actually predicts about how far each joint can move.

Predict first

Standing straight, which do you predict you can lift higher out to the side without bending your body: a straight arm, or a straight leg?

Try it

Both the shoulder and the hip are ball-and-socket joints, yet the shoulder moves through a far bigger range. What explains this?

Chapter 08

How good is your sense of scale?

You have now measured real numbers for several organs and bones. The last test is a test of intuition: can you judge relative size correctly without a ruler, just by comparing one organ with an everyday object?

Predict first

Before playing the lab below, guess: is an adult brain closer in size to a tennis ball, a closed fist doubled in size (two fists), or a football?

Lab

Match each organ or bone to the everyday object closest to its real size, before checking the true measurement.

A simple front-view drawing, not to scale. Tap a part, or press Tab then Enter.

Round 1 / 7★ 0 ptsBest: 0

How big is each part, really? Pick an organ, then pick the size that belongs to it.

Text version of this activity

The lab shows an outline body with five parts marked, and a shelf of everyday objects of different sizes below it: a grain of rice, a bar of soap, a fist, a large potato, a rugby ball, a football, a school ruler, a cauliflower.

Drag the object you think is the closest size match onto each organ before revealing the true figure. Most learners overestimate the brain and the heart, expecting something closer to a football or a melon, and underestimate how much of the belly a fist-sized heart or two-fist brain really needs.

Need a different angle?

Lab

Connect five measurements to the estimate each one supports, tying every investigation in this layer together.

Match each measurement a scientist can take to what it helps them estimate.

5 pairs are hiding in two mixed-up columns. Pick one from each side to join them.

Text version of this activity

Five clue cards and five estimate cards, shuffled. Every pair in this game is drawn directly from an investigation earlier in the layer, so getting all five correct is a genuine check on whether the connections stuck, not just the numbers.

Need a different angle?

Used in

Data handling

Every investigation in this layer produced a small real data set — heights, pulses, differences — and used mean, median, mode and range to describe what the class actually found.

Related to

Body systems and how they connect

A rising pulse after exercise is a body-systems story: how the heart, lungs and muscles hand work to each other. This layer only measures the effect; that topic explains the mechanism.

Chapter 09

Check yourself

Quick check

Ten questions on what the tests actually showed

10 questions · answer what you can, then check. Getting one wrong is useful.

  1. Q1Why did the rolled paper tube hold more books than the flat folded strip, using the same paper?
  2. Q2In the class of 15, the mean height and mean arm span were very close, but every single pupil differed from their own height by some amount. What does this show?
  3. Q3Height ≈ femur ÷ 0.267. A femur measures 42.7 cm. What height does this predict?
  4. Q4Why do real forensic scientists use several equations and give a range, rather than one single ratio like the one used in this layer?
  5. Q5After mild exercise, what happened to every single pupil’s pulse in the class data?
  6. Q6Why does a pulse rise during exercise at all?
  7. Q7Careful measurement usually finds that a person’s left and right hand spans are:
  8. Q8Which of these is a genuinely, deliberately asymmetric feature of the body, not just a small measuring difference?
  9. Q9A 120 cm desk is measured by two pupils with different hand-span sizes. What is true?
  10. Q10Roughly how big is a typical adult heart?

Reflect

This stays on this page only. It isn’t saved or sent anywhere.

Keep this

Cheat sheet

  • Hollow beats solid. For the same mass of material, a tube resists bending better than a rod — true for paper columns, bamboo scaffolding, bicycle frames and hollow long bones.
  • Averages hide individuals. Class mean height (148.9 cm) and mean arm span (149.0 cm) were very close, yet every pupil differed from the rule by some amount, up to 2 cm either way.
  • Body-based units disagree; standard units do not. The same 120 cm desk gave every pupil a different number of hand spans, from 5.5 to 7.5, because their hands differ in size. A centimetre never does that.
  • Height from a bone. Height ≈ femur ÷ 0.267. Useful and testable, but built from an average ratio — real forensic work uses several calibrated equations with a stated margin of error.
  • Exercise always raises pulse, never by a fixed amount. Class mean rise was 17.6 bpm after mild exercise, but individual rises ranged from 4 to 28 bpm.
  • Roughly symmetric outside, deliberately lopsided inside. Paired outward measurements (hands, feet, eye distances) are close but rarely exact. Single internal organs are either matched exactly in number (ribs) or asymmetric by design (heart, lungs, liver).
  • A rule can be true on average and only approximately true for any one person — this is not a contradiction, and it is worth checking, every time, which kind of claim you are looking at.

Where this comes from

Sources

  • Human body (opens another website) — Encyclopaedia Britannicaawaiting check

    Supports the levels of organisation (cells, tissues, organs, organ systems), the four main tissue types, the naming of body regions and cavities, and the general description of the organs and their positions.

  • Human skeleton (opens another website) — Encyclopaedia Britannicaawaiting check

    Supports 206 bones in the adult skeleton, the axial and appendicular division, the skull, vertebral column and its curves, the ribcage and pelvis, joint types, cartilage, ligaments and tendons, and bone as living tissue with marrow.

  • Human muscle system (opens another website) — Encyclopaedia Britannicaawaiting check

    Supports the three muscle types (skeletal, smooth, cardiac), voluntary and involuntary control, antagonistic pairs such as biceps and triceps, muscles pulling rather than pushing, the diaphragm, and the approximate count of skeletal muscles.

  • List of organs of the human body (opens another website) — Wikipediaawaiting check

    Supports the inventory of organs named in this topic, which system each belongs to, and which organs come in pairs.

  • NCERT textbooks (Curiosity, Science for Classes 6 and 7) (opens another website) — National Council of Educational Research and Training, Indiaawaiting check

    Syllabus alignment for Classes 6 and 7: body organisation, the skeleton and joints, muscles and movement, the sense organs, and measuring the body in class.

End of Investigate

What you just read

  • Test whether a hollow tube resists bending better than a solid rod of the same material, and explain why.
  • Distinguish a rule that is true on average from a rule that is true for every individual, using real class height and arm-span data.
  • Use a simple ratio to estimate height from a bone length, and explain the limits of a single average formula.
  • Collect and compare a class’s resting and after-exercise pulse, and describe what varies and what does not.
  • Test your own body for bilateral symmetry and separate the roughly-symmetric outside from the deliberately lopsided inside.

The web

Explore a connection

  • Usesanother area

    Light

    The eye is a lens, a screen and a shutter — optics built out of living tissue.

  • Usesanother area

    Sound

    The ear turns shaking air into signals a nerve can carry: a drum, three tiny bones and a spiral of fluid.

Want to save topics or ask for new ones? Invited families can connect a learning device. Everything here stays free to read without signing in.

Revision 1 · release preview-7e1cbbcc4f · accepted 20/09/2026