The process by which the chromosome number is halved.
What is meiosis?
Mitosis produces two ______ cells whereas Meiosis produces four ________ cells.
What is diploid and haploid?
Where does mRNA travel to once transcribed?
What is to the Ribosome?
DNA is made up of monomers called?
What is nucleotides?
What is Prophase, metaphase, anaphase, telophase?
What is genetic engineering?
What is changing the genetics of a organism to make it better?
Transcribe the follow DNA strand.
ATCGATCGATGA
What is UAG CUA GCU ACU?
What are the pairing rules for DNA
What is A-T and G-C?
In what phase of mitosis do chromosomes begin to divide?
what is anaphase?
The three process in meiosis that ensures more genetic variation
What is crossing over, independent assortment, and two parents?
What is the process called that takes codons of mRNA to make amino acid strands?
What is Translation?
What do we call the process of making 2 identical DNA strands from 1 stand.
What is replication?
This is the location in your body where mitosis takes place
What is your body cells or autosomes?
The phase of meiosis where crossing over occurs?
What is prophase?
What are the two types of RNA?
What is mRNA and tRNA?
Name three differences between DNA and RNA?
What is The sugars, Double vs Single stranded, RNA can leave the nucleus, Uracil is a base for RNA ?
The process of creating mRNA from DNA is called?
What is Transcription?
The purpose of mitosis
What is the replacement of damaged cells or growth?
In meiosis I what are we trying to separate, and what are we trying to separate in meiosis II
What is Homologous chromosome in Meiosis I and sister chromatin in Meiosis II?
Where does the cell spend most of the time in the cell cycle?
What is interphase?
Translate the following mRNA sequence.
UAG CUA GCU ACU
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
What is stop-Leu-Ala-Thre?
complete the complementary DNA strand for
ATCGATCGATGA
What is TAGCTAGCTACT?