What are the names of the 4 nucleotide bases of DNA?
Adenine
Thymine
Cytosine
Guanine
Each amino acid in a protein is specified by a...
Codon
Define mutation
A random, permanent change in the base sequence of the DNA.
Name the first product in the following metabolic pathway:
Tyrosine --> Hydroxyphenylpryruvic acid --> Homogentistic acid
Hydroxyphenylpryruvic acid
____________ + ___________ = phenotype
Genotype + Environment
DNA and RNA have the same bases, except RNA has:
Uracil instead of Thymine
Where does translation occur?
The cytoplasm/ on the ribosome
Name the three types of gene mutation.
Substitution
Insertion
Deletion
Define a metabolic pathway.
A series of enzyme controlled reactions, where the product of one reaction becomes the substrate of the next.
What is the function of tRNA molecules?
Helps decode a messenger RNA (mRNA) sequence into a protein. Carries anticodon on one end and amino acid on the other.
Name 2 differences and 2 similarities between DNA and RNA.
DNA - double stranded, has Thymine, made of deoxyribose sugar
RNA - single stranded, has Uracil, made of ribose sugar
Both - have Adenine, Cytosine, Guanine, made up of repeating nucleotides
In what direction is the complementary RNA strand created?
5' --> 3'
Insertion of deletion of a base. This will change each triplet downstream of the mutation as the "reading frame" will now be different.
Describe the consequences if enzyme 2 is not functioning:
1 2 3
A --> B --> C --> D
The pathway will stop at C. There will be a build up of the intermediate product (C) and the final product (D) will not be created.
Describe the term gene expression.
Information from one gene is used to synthesise a functional protein / the production of a gene product(protein) using the DNA template and the genetic code / the whole process of transcription and translation – including protein folding and any post-translational modifications.
Which bases in DNA and RNA are Purines and Pyrimidine? How are they structurally different?
Pyrimidines: 1 carbon ring structure; uracil and cytosine
Purines: 2 carbon ring structure; adenine and guanine
What is the amino acid sequence for the following:
TAC GCT CGT CAC CTT ACT
AUG CGA GCA GUG GAA UGA
Start ARG ALA VAL GLU STOP
Which mutation is likely to be the most damaging?
Insertion or deletion causing a non-sense mutation.
Name the faulty enzyme that causes albinism to occur.
Hint: think about the siamese cats
Tyrosinase
Explain why some animals can have darker colouring around their face, paws, tail, ears.
Temperature sensitive tyrosinase enzyme produces the coat colour. Functional tyrosinase gives colouring. Dysfunctional tyrosinase leaves it white/albino.
Draw the structure of DNA. Label the following parts: nucleotide, T,A,C,G, Phosphate, sugar.
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
Some amino acids like leucine and glycine are specified for by more than one codon. For example, leucine is coded for by six different codons, UUA, UUG, CUU, CUC, CUA, CUG. There are 64 possible codon combinations for the 20 amino acids. Because more than one mRNA codon codes for the same amino acid, the code is therefore said to be 'redundant'.
Look at the following, find and describe the mutation.
Original DNA - TACAATCCGGCTATGCGG
Mutated DNA - TACAATCCCGCTATCCGG
AUGUUAGGCCGAUACGCC
Start LEU GLY ARG TRY ALA
AUGUUAGGGCGAGCCUAG
Start LEU GLY ARG STOP ALA
Missense & Nonsense
DNA contains specific coding regions called gene. Each specific gene codes for a specific enzyme. Each step in the metabolic pathway is controlled by a different enzyme. Therefore the pathway depends on functioning enzymes in order to make specific products for metabolism.
In a functioning metabolic pathway, Gene A produces Brown fur and Gene B produces Black fur.
Gene 1 Gene 2
Substrate ----> Intermediate prod ---->Final prod
What is the genotype for a brown furred individual?
AAbb