This MCQ module is based on: Mendels Laws
Mendels Laws
This assessment will be based on: Mendels Laws
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Mendels Laws
5.1 Introduction — The Story of Inheritance
Have you ever wondered why you look so much like your parents — perhaps your father's nose, your mother's eyes, your grandmother's hair colour? The transmission of characters from one generation to the next is called inheritance. The branch of biology that studies inheritance and the variation between individuals is called genetics.
While children resemble parents, they are never identical to them — there is always some variation. Understanding inheritance and variation began with the careful experiments of Gregor Johann Mendel, an Austrian monk often called the "Father of Genetics."
5.2 Mendel's Laws of Inheritance
5.2.1 Why Mendel Chose Garden Pea (Pisum sativum)
Between 1856 and 1863, Mendel conducted hybridisation experiments on the garden pea. Pea plants were ideal because:
- Several pure-breeding varieties were available with sharply contrasting traits.
- Pea plants are self-pollinating, so true-breeding lines could be maintained — but cross-pollination is also easy with manual emasculation.
- Short life cycle — many generations could be observed in a few years.
- Each plant produced large numbers of offspring, allowing statistical analysis.
- Each contrasting trait was distinctly different (e.g., tall/dwarf, round/wrinkled, yellow/green).
Mendel selected seven pairs of contrasting traits for study:
| Character | Dominant trait | Recessive trait |
|---|---|---|
| Stem height | Tall | Dwarf |
| Flower colour | Violet (Purple) | White |
| Flower position | Axial | Terminal |
| Pod shape | Inflated | Constricted |
| Pod colour | Green | Yellow |
| Seed shape | Round | Wrinkled |
| Seed colour | Yellow | Green |
5.3 The Monohybrid Cross — Cross Between One Pair of Traits
A cross involving inheritance of one pair of contrasting traits is called a monohybrid cross. Mendel crossed a true-breeding tall plant (TT) with a true-breeding dwarf plant (tt).
Some essential vocabulary:
- P generation — the original parent plants.
- F1 generation — first filial generation, produced by the P × P cross.
- F2 generation — second filial generation, produced by F1 × F1.
- Allele — alternative forms of a gene (T vs. t).
- Genotype — genetic constitution (TT, Tt, tt).
- Phenotype — the observable trait (tall, dwarf).
- Homozygous — same alleles (TT or tt). Heterozygous — different alleles (Tt).
5.3.1 Mendel's Result for the Monohybrid Cross
P generation: Tall (TT) × Dwarf (tt)
F1 generation: ALL plants were Tall (Tt) — none were dwarf!
When Mendel allowed F1 tall plants to self-pollinate:
F2 generation: Tall : Dwarf = 3 : 1 (phenotype ratio)
5.3.2 Mendel's Conclusions — The First Two Laws
5.4 The Test Cross — Detecting the Hidden Genotype
A tall pea plant could be TT (homozygous) or Tt (heterozygous). To find out, Mendel devised the test cross — cross the unknown plant with a homozygous recessive (dwarf, tt).
| Tested plant | Cross | Result | Conclusion |
|---|---|---|---|
| TT (homozygous tall) | TT × tt | All offspring tall (Tt) | Tested plant was TT |
| Tt (heterozygous tall) | Tt × tt | 1 Tall (Tt) : 1 Dwarf (tt) | Tested plant was Tt |
🧬 Interactive: Punnett Square Solver
Choose parental genotypes and predict the offspring ratios:
Setup: A scientist crosses a true-breeding violet-flowered pea (VV) with a true-breeding white-flowered pea (vv).
(a) All F1 are Vv — violet (violet is dominant; recessive white is masked).
(b) F2 = 3 violet : 1 white (1 VV : 2 Vv : 1 vv).
(c) Expected white = 1/4 × 1200 = 300 white plants; remaining 900 violet.
Worked Examples
Worked Example 1: Identify the Genotype
A round-seeded pea plant (R is dominant) is crossed with a wrinkled-seeded plant (rr). Out of 80 offspring, 40 are round and 40 are wrinkled. What is the genotype of the round-seeded parent?
Step 2: If parent is RR → all offspring would be Rr (round, 100%).
Step 3: If parent is Rr → cross Rr × rr → ½ Rr (round) : ½ rr (wrinkled) = 1:1 ratio.
Step 4: Observed 40:40 = 1:1. ✅
Conclusion: The round-seeded parent was Rr (heterozygous). This is a classic test cross result.
Worked Example 2: Probability Calculation
In a Tt × Tt cross, what is the probability that the first three offspring are all tall?
Step 2: Each fertilisation is independent — multiply probabilities.
Step 3: P(all 3 tall) = (3/4) × (3/4) × (3/4) = 27/64 ≈ 42.2%
Note: P(at least one dwarf) = 1 − 27/64 = 37/64 ≈ 57.8%.
🎯 Competency-Based Questions
Q1. Mendel's Law of Segregation states that:L1 Remember
Q2. Fill in the blank: In a Tt × tt cross, the phenotypic ratio of offspring is _____. L2 Understand
Q3. A test cross between a tall plant and a dwarf produces 50% tall and 50% dwarf offspring. The genotype of the tall parent is _____. Explain why. L3 Apply
Q4. Analyse: Why did Mendel's choice of pea plant prove crucial for discovering the laws of inheritance? L4 Analyse
- Discrete contrasting traits — clean ratios visible.
- Self-pollination — allowed pure lines.
- Easy hand cross-pollination — controlled crosses.
- Short life cycle — multiple generations in years.
- Many offspring per cross — robust statistics.
Q5. HOT (Create): Design a single experiment that distinguishes a homozygous dominant pea from a heterozygous pea WITHOUT using a test cross. L6 Create
- Allow each unknown tall plant to self-pollinate.
- Grow F1 seeds and observe phenotypes.
- If TT: all F1 offspring are tall (no dwarfs).
- If Tt: F1 shows the 3:1 tall : dwarf ratio (recessive dwarf reappears).
🧠 Assertion–Reason Questions
Choose: (A) Both true, R explains A. (B) Both true, R doesn't explain A. (C) A true, R false. (D) A false, R true.
A: In a monohybrid cross of Tt × Tt, the F2 generation shows a 3:1 phenotypic ratio.
R: The two alleles of a gene segregate during gamete formation and recombine randomly at fertilisation.
A: A test cross is used to determine the genotype of a recessive plant.
R: The recessive phenotype always corresponds to a homozygous recessive genotype.
A: Mendel's experiments produced consistent ratios because he counted thousands of plants.
R: Statistical reliability of inheritance ratios increases with sample size.