Genetics worksheet with answers

Free printable Genetics worksheet: 6 problems from easy to exam level, with an answer key. Print it or save it as a PDF.

For teachers: free to print, copy and use in class. Every new worksheet has new values and its own answer key. A link to ExamProblems on your course page is appreciated.

Name: ____________________   Date: ____________

1.Easy
♂ Aa♀ AaAaAa

Two Aa parents are crossed. A gives black fur and is dominant over a, which gives white fur. Click the cell for an offspring that has black fur and is homozygous.

Aa × Aa
  1. 1A × A
  2. 2A × a
  3. 3a × A
  4. 4a × a
2.Easy
Aa ♀aa ♂Aaaa????

In pea plants, purple flowers (A) are dominant over white (a). A plant with genotype Aa is crossed with a plant with genotype aa. What is the probability P that an offspring is heterozygous (Aa)?

Aa × aa
P =
3.Medium
♂♀Xb​YXb​XB​

red-green colour blindness is X-linked recessive (allele b). A carrier mother, XBXb, has children with an affected father, XbY. The mother's gametes run down the side. Click the cell for an affected son.

♀ XBXb♂ XbY
  1. 1Xb × Xb
  2. 2Xb × Y
  3. 3XB × Xb
  4. 4XB × Y
4.Medium
AaBb ♀aaBb ♂ABAbaBabaBabaBab????????????????

Tall (A) is dominant over short (a), and round seeds (B) over wrinkled (b). The genes are on different chromosomes. For the cross AaBb × aaBb, what is the probability P that an offspring is tall, wrinkled seeds?

AaBb × aaBb
P =
5.Hard
AA?AaAaaap (A)q (a)p (A)q (a)q² = 0.0001N = 10000

In a population of 10000 in Hardy–Weinberg equilibrium, 1 in 10000 show a recessive trait. How many individuals N are expected to be homozygous dominant?

N = 10000q² = 0.0001
N =
6.Hard
AA?AaAaaap (A)q (a)p (A)q (a)q² = 0.01N = 500

In a population of 500 in Hardy–Weinberg equilibrium, 1% show a recessive trait. How many individuals N are expected to be homozygous dominant?

N = 500q² = 0.01
N =

Answer key

  1. 1. A × A
  2. 2. P = 0.5
  3. 3. Xb × Y
  4. 4. P = 0.125
  5. 5. N = 9801
  6. 6. N = 405

Full step-by-step solutions: practise this topic on examproblems.com.