Start with this short video, then scroll down for the full guide.
Why This Matters for Nursing: Understanding genetics helps you explain inherited conditions to patients, identify family risk factors, and understand how genetic testing works. Many diseases have genetic components.
Genetics is the study of heredity β how traits are passed from parents to offspring through genes.
| Term | Definition |
|---|---|
| Gene | A segment of DNA that codes for a trait |
| Allele | Different versions of a gene (e.g., brown eye allele, blue eye allele) |
| Genotype | The genetic makeup (e.g., Bb) |
| Phenotype | The physical expression (e.g., brown eyes) |
| Dominant | Allele that masks another; shows even with one copy (B) |
| Recessive | Allele only shows when there are two copies (b) |
| Homozygous | Two same alleles (BB or bb) |
| Heterozygous | Two different alleles (Bb) |
Genotype = Genes you've GOT Phenotype = Physical appearance you PRESENT
Dominant = Does it (always shows) Recessive = Retreats (hides behind dominant)
Homo = Same (BB or bb) Hetero = Different (Bb)
A Punnett square predicts the probability of offspring genotypes and phenotypes.
B b
βββββββββ¬ββββββββ
B β BB β Bb β
βββββββββΌββββββββ€
b β Bb β bb β
βββββββββ΄ββββββββ
Genotype ratio: 1 BB : 2 Bb : 1 bb Phenotype ratio: 3 dominant : 1 recessive (75% : 25%)
Problem: A brown-eyed man (Bb) marries a blue-eyed woman (bb). What percentage of their children will have blue eyes?
Step 1 β Understand the notation. Capital B = dominant allele (brown eyes). Lowercase b = recessive allele (blue eyes). The man is Bb (he has one of each β that's called heterozygous). The woman is bb (both recessive β she has blue eyes).
Step 2 β Set up the square. Put Dad's alleles across the top (B and b). Put Mom's alleles down the side (b and b).
B b
βββββββββ¬ββββββββ
b β Bb β bb β
βββββββββΌββββββββ€
b β Bb β bb β
βββββββββ΄ββββββββ
Step 3 β Fill in each box. Combine the letter from the top column with the letter from the side row for each box: - Top-left: B + b = Bb - Top-right: b + b = bb - Bottom-left: B + b = Bb - Bottom-right: b + b = bb
Step 4 β Count and calculate. Results: 2 Bb (brown eyes) and 2 bb (blue eyes). That's 2 out of 4 = 50% blue eyes, 50% brown eyes.
Answer: 50% of children will have blue eyes
π‘ Remember: Having Bb doesn't mean you "look" mixed β you look brown-eyed. Brown is dominant, so even one B hides the blue. Only bb shows blue.
The worked examples and practice problems are the part that actually prepares you for the TEAS.
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