4.27

4.27: Sex determination

In the common XX/XY model, whether an X- or Y-bearing sperm fertilises the egg determines the zygote’s sex-chromosome combination.

LEARNING GOALS

By the end of this lesson

  • Construct an XX × XY inheritance diagram.
  • Explain which gamete determines XX or XY.
  • Interpret the approximately 1:1 probability.

BIG QUESTION

Why is the probability of XX or XY approximately equal at each fertilisation?

Eggs normally contribute X, while meiosis produces similar numbers of X- and Y-bearing sperm.

The egg contributes X

In the standard model, meiosis in an XX parent produces eggs carrying one X chromosome.

Meiosis in an XY parent produces X-bearing and in approximately equal proportions.

The fertilising sperm determines the combination

An plus an X-bearing egg produces an XX zygote. A Y-bearing sperm plus an X-bearing egg produces an XY zygote.

Therefore the sperm contribution determines whether the zygote is XX or XY; it is not controlled by parental behaviour.

The ratio is probabilistic

gives an approximately 1/2 probability of each combination for each conception in the simple model.

Previous children do not change the next conception’s probability, and real population ratios can depart slightly from 1:1 for biological and sampling reasons.

Sex-chromosome cross

Combine the single egg type with two sperm types.

XX/XY determination
GametesZygoteCommon developmental association
X egg + X spermXX.Typically female.
X egg + Y spermXY.Typically male.
Probability per conceptionAbout 1/2 each.Independent event.
Source of differenceSperm X or Y.Paternal gamete contribution.
KEY TERMS

Language that earns precision

X-bearing sperm
Sperm containing an X chromosome.
Y-bearing sperm
Sperm containing a Y chromosome.
sex determination
Biological processes establishing pathways of sexual development.
random fertilisation
Fusion in which any compatible gamete may combine by chance.

Common misconceptions

Claim: The egg determines whether a zygote is XX or XY.

Correction: Eggs normally carry X; sperm contribute X or Y.

Claim: After several sons, a daughter becomes due.

Correction: Each conception is an independent event.

Claim: A parent can control the chromosome carried by the fertilising sperm through ordinary behaviour.

Correction: Fertilisation is probabilistic and not a matter of blame or choice.

EXAM LANGUAGE

Match the answer to the command word

Draw the cross

XX parent produces X eggs; XY parent produces X and Y sperm.

Interpret

State “approximately 50% for each conception”, not a guaranteed family ratio.

CHECK YOUR UNDERSTANDING

Recall, apply, then justify

01Explain4 marks

Use a genetic cross to explain the approximately 1:1 probability of XX and XY zygotes.

Hint

Gamete types and two combinations.

Suggested marking points
  • The XX parent produces eggs carrying X.
  • The XY parent produces approximately equal numbers of X- and Y-bearing sperm.
  • X sperm produce XX and Y sperm produce XY at fertilisation.
  • The two combinations therefore each have about a 1/2 probability.
02Explain2 marks

Explain why the sex-chromosome combination of one child does not change the probability for the next child.

Hint

Independent meiosis and fertilisation.

Suggested marking points
  • New gametes are produced and combine independently for each conception.
  • Previous fertilisation outcomes do not alter the X:Y sperm probability.
STRETCH AND CHALLENGE

A family has four children with XY chromosome combinations. Evaluate the claim that this proves Y-bearing sperm are produced more often.

Planning hint

Small samples and probability.

What a strong design includes
  • Each conception has an approximate 1/2 XY probability in the simple model.
  • Four XY outcomes can occur by chance.
  • The probability is 1/2 raised to the fourth power.
  • This equals 1/16 or 6.25%, so it is possible.
  • A family of four is a very small sample.
  • Large, representative sperm or birth data would be needed to test a systematic bias.
  • The observation alone does not prove unequal sperm production.
END OF THE LESSON

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Practise 4.27: 15 recall questions · 8 exam questions