If you are given the information that in order to vote in a presidential election, you must be at least 18 years of age, and that will voted in the last presidential election, you can logically conclude that will is at least 18 years old. this is an example of using reasoning.
a. inductiveb. deductivec. conjunctived. descriptive

The answer is B. deductive reasoning.

Explanation:

Deductive reasoning refers to reaching a logical conclusion by following a series of true statements. In the example: it is true that you need to be 18 years old in order to vote, and it is true that Will voted. Logically, he must be over 18 years of age.

Deductive reasoning differs from inductive reasoning because the latter reaches a probable conclusion, as there is ambiguity in the statements.

the answer is "meiosis ii in the mother".

the procedure of meiosis includes two divisions of the hereditary material. the main division is known as the decrease division – or meiosis i – on the grounds that it lessens the quantity of chromosomes from 46 chromosomes or 2n to 23 chromosomes or (n depicts a solitary chromosome set). in people, the decrease division results in two sperm cells each with 23 chromosomes or an egg cell with 23 chromosomes and one disposed of polar body. the second division – or meiosis ii – is called equational division. the two sperm cells split again creating four sperm cells, each with 23 or n chromosomes. in oogenesis, the egg cell and polar body partition to shape the ovum and two extra polar bodies. along these lines, the posterity are guaranteed to get one portion of the chromosomes from the mother and one half from the dad.