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Mendel's Monohybrid Cross and Laws of Inheritance for CBSE Class 10

Master Gregor Mendel's Monohybrid Cross and the Laws of Inheritance for CBSE Class 10 Science. Learn why Mendel selected pea plants, pure-breeding parents, F1 and F2 generations, the 3:1 phenotypic and 1:2:1 genotypic ratios, and Punnett squares.

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Updated 14 September 2026

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For centuries, human thinkers believed that inheritance was a "blending" process—that traits from the mother and father melted together like paints in a bucket, producing an intermediate child. If a tall parent mated with a short parent, people expected all offspring to be medium-height.

In the mid-19th century, an Austrian monk named Gregor Johann Mendel (universally revered as the "Father of Genetics") shattered this blending myth through painstaking cross-breeding experiments conducted in his monastery garden. By tracking individual, non-blending traits in garden pea plants, Mendel formulated the fundamental mathematical laws of inheritance that govern all genetics today.

In CBSE Class 10 Science, Chapter 8 (Heredity), mastering Mendel's Monohybrid Cross and understanding the 3:13 : 1 phenotypic and 1:2:11 : 2 : 1 genotypic ratios is an absolute requirement for scoring top marks in board exams.


What You Will Learn

  • Why Gregor Mendel selected the garden pea plant (Pisum sativum)
  • The 7 pairs of contrasting characters in garden peas
  • What is a Monohybrid Cross?
  • The parental generation (PP), first filial generation (F1F_1), and second filial generation (F2F_2)
  • Punnett Square analysis: Phenotypic ratio (3:13 : 1) vs. Genotypic ratio (1:2:11 : 2 : 1)
  • Mendel's First Law (Law of Dominance)
  • Mendel's Second Law (Law of Segregation / Purity of Gametes)
  • Board exam problems, genetic terminology, and common pitfalls

1. Why Did Mendel Choose the Garden Pea (Pisum sativum)?

Mendel's choice of the garden pea (Pisum sativum) was a stroke of scientific genius due to several unique biological characteristics:

  1. Distinct Contrasting Characters: Pea plants display clear-cut, easily recognizable contrasting physical traits (e.g., tall vs. dwarf, round vs. wrinkled seeds) with zero confusing intermediate forms.
  2. Short Life Cycle: Pea plants are annual herbs that grow, flower, and produce seeds in just a few months, enabling Mendel to analyze multiple successive generations within a single year.
  3. Bisexual Flowers with Natural Self-Pollination: Pea flowers are bisexual and naturally self-pollinate because petals completely enclose the reproductive organs. This makes it easy to obtain pure-breeding (homozygous) lines.
  4. Feasibility of Artificial Cross-Pollination: By removing immature anthers (emasculation) and transferring pollen manually, cross-pollination can be performed effortlessly.
  5. Large Progeny Output: Each cross-fertilized pea plant produces dozens of seeds, providing statistically robust, reliable numerical data.

The 7 Pairs of Contrasting Traits Studied by Mendel:

  • Plant Height: Tall (Dominant) vs. Dwarf (Recessive)
  • Seed Shape: Round (Dominant) vs. Wrinkled (Recessive)
  • Seed Colour: Yellow (Dominant) vs. Green (Recessive)
  • Flower Colour: Violet/Purple (Dominant) vs. White (Recessive)
  • Pod Shape: Inflated (Dominant) vs. Constricted (Recessive)
  • Pod Colour: Green (Dominant) vs. Yellow (Recessive)
  • Flower Position: Axial (Dominant) vs. Terminal (Recessive)

2. The Monohybrid Cross (Cross Involving One Character)

Definition

A cross between two pea plants considering the inheritance of only one pair of contrasting characters (such as plant height: tall vs. dwarf) at a time is called a monohybrid cross.

    Parental Generation (P):      Pure Tall (TT)   ×   Pure Dwarf (tt)
                                        |                   |
    Gametes:                           (T)                 (t)
                                        \                 /
    F1 Generation:                             Tt
                                         (All are TALL!)
                                               ↓
                                    Self-Pollination (Tt × Tt)
                                               ↓
    F2 Generation:                     1 TT  :  2 Tt  :  1 tt
                                      [   3 TALL   ] : [1 DWARF]

Step-by-Step Execution of the Cross:

1. Parental Generation (PP):

Mendel took a pure-breeding tall pea plant (genotype TTTT) and crossed it with a pure-breeding dwarf pea plant (genotype tttt).

2. First Filial Generation (F1F_1):

  • All the plants produced in the F1F_1 generation were 100%100\% TALL!
  • There were no medium-height plants, and the dwarf trait seemed to have vanished completely.
  • Genotype of all F1F_1 plants: TtTt (Heterozygous tall).

3. Second Filial Generation (F2F_2):

Mendel allowed the F1F_1 plants to undergo self-pollination (Tt×TtTt \times Tt):

  • In the F2F_2 generation, the "vanished" dwarf trait reappeared!
  • Out of every 4 plants in F2F_2: exactly 3 were Tall and 1 was Dwarf.

3. Punnett Square Analysis of the F2F_2 Generation

When the heterozygous F1F_1 plant (TtTt) forms gametes during meiosis:

  • 50%50\% of pollen carry allele TT, and 50%50\% carry allele tt.
  • 50%50\% of egg cells carry allele TT, and 50%50\% carry allele tt.
Gamete TTGamete tt
Gamete TTTTTT (Tall)TtTt (Tall)
Gamete ttTtTt (Tall)tttt (Dwarf)

The Two Fundamental Ratios in F2F_2:

  1. Phenotypic Ratio (External Physical Appearance): Phenotypic Ratio=3 Tall:1 Dwarf(3:1)\mathbf{\text{Phenotypic Ratio} = 3\text{ Tall} : 1\text{ Dwarf} \quad (3 : 1)}
  2. Genotypic Ratio (Internal Genetic Makeup):
    • 11 Pure Tall (TTTT)
    • 22 Hybrid Tall (TtTt)
    • 11 Pure Dwarf (tttt) Genotypic Ratio=1 TT:2 Tt:1 tt(1:2:1)\mathbf{\text{Genotypic Ratio} = 1\,TT : 2\,Tt : 1\,tt \quad (1 : 2 : 1)}

Important: <u>Even though TTTT and TtTt look physically identical (both are tall), their genetic constitutions are fundamentally different! TTTT is homozygous, while TtTt is heterozygous and carries the hidden recessive dwarf allele tt.</u>


4. Mendel's Laws Derived from the Monohybrid Cross

From the results of his monohybrid cross, Mendel formulated two universal laws of inheritance:

1. Mendel's First Law: The Law of Dominance

When two pure-breeding parents with contrasting traits are crossed, only one trait appears in the F1F_1 generation (the dominant trait), while the alternative contrasting trait remains hidden or unexpressed (the recessive trait).

  • The allele that expresses itself in the presence of an alternative allele is dominant (represented by a capital letter: TT).
  • The allele that remains masked and expresses only in homozygous condition is recessive (represented by a lowercase letter: tt).

2. Mendel's Second Law: The Law of Segregation (Purity of Gametes)

The two alleles of a gene do not blend or contaminate each other in a hybrid individual; during gamete formation (meiosis), the two alleles segregate (separate) cleanly, so that each gamete receives only ONE allele of the gene pair with equal probability.

  • Because gametes carry only one allele and remain pure for that trait, this law is universally known as the Principle of Purity of Gametes.

5. Summary and Examination Tips

GenerationGenotypes PresentPhenotypes ObservedRatio
Parents (PP)TT×ttTT \times ttPure Tall ×\times Pure Dwarf—
F1F_1 GenerationAll TtTtAll Tall100%100\% Tall
F2F_2 PhenotypicTT,Tt,ttTT, Tt, tt3 Tall:1 Dwarf3\text{ Tall} : 1\text{ Dwarf}3:13 : 1
F2F_2 Genotypic1 TT:2 Tt:1 tt1\,TT : 2\,Tt : 1\,ttPure Tall : Hybrid Tall : Pure Dwarf1:2:11 : 2 : 1

Exam Tip: In board exams, always clearly label whether a ratio is phenotypic (3:13:1) or genotypic (1:2:11:2:1). Writing simply "Ratio = 3

" without writing the word phenotypic can cost you half a mark!

Common Mistake: Writing letters that are different for the same character. For height, use capital TT for tall and lowercase tt for dwarf. Do NOT use TT for tall and dd for dwarf, as this violates standard genetic notation!

Concept Check

EXPERT

For what value of the constant λ\lambda will the three simultaneous linear equations in two variables have a common concurrent point of intersection (i.e. be mutually consistent)? 2x−y=32x - y = 3 3x+2y=83x + 2y = 8 x+λy=5x + \lambda y = 5

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