Distinguishes prokaryotic cells and eukaryotic cells
What are membrane bound organelles; nucleus
These are used for thermal insulation and energy storage
What are lipids
These link the pairs of complementary bases in a DNA double helix
This distinguishes an allele from a gene
What is variety
properties of water that explain its ability to dissolve solutes
What are Polarity and Hydrogen Bonding
Daily Double:
These numbered structures are named what?<img 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
What are:
1) Phospholipids
2) Glycoproteins
3) Intergral proteins
4) Hydrocarbon tails
This is an effect of protein denaturation
What is the and altered three-dimensional structure of the protein
Complementary base pairing and the use of a pre-existing strand as a template are needed to make DNA this way
What is semi-conservatively
A man with blood group O and a woman with blood group AB have children. Their children could have this blood type.
What are groups A and B only
RNA strand complementary to DNA strand, formed by RNA polymerase
What is transcription
Which organelle is involved in generating vesicles destined for the cell membrane?
Golgi Apparatus
A polysaccharide example
What is starch, cellulose, or glycogen
These are the building blocks of DNA and RNA
What are nucleotides
A body cell of a goat has 60 chromosomes. After meiosis in the testis of a male goat, he would have this.
What are 4 cells with 30 chromosomes
Which functions of life are carried out by all unicellular organisms?
What are: Organization, Excretion, Nutrition, Homeostasis, Growth, Reproduction, and Response to stimuli
Specialized cells that can be used therapeutically
What are stem cells
The function of cellulose in plants
What is to form a mesh of fibres in the cell wall
This enzyme is used to break apart DNA strands
What is helicase
These are of the same length in karyograms
What are homologous chromosomes
These are the most frequently occurring elements in living organisms
What are nitrogen, carbon, oxygen and hydrogen
This show properties that can only result from the interaction of many cells
What is emergence
This molecule is best described as this
What is a cis-unsaturated fatty acid
The RNA sequence for
ACC GTG CAG GAT
What is
UGG CAC GUC CUA
This phase of meiosis
What is Anaphase II
This provides evidence for the endosymbiotic theory
What is mitochondrial DNA in eukaryotic cells