Suppose the Variable X Represents Students, F(x) Means "X Is $$\neg \forall x ( \neg F ( x ) \vee \neg M ( x ) )$$

question 1

Short Answer

suppose the variable x represents students, F(x) means "x is a freshman," and M(x) means "x is a math major." Match the statement in symbols with one of the English statements in this list:
1. Some freshmen are math majors.
2. Every math major is a freshman.
3. No math major is a freshman.
- $$\neg \forall x ( \neg F ( x ) \vee \neg M ( x ) )$$

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Definitions:

Dominant

Referring to a trait, gene, or allele that suppresses the expression of another trait, gene, or allele when both are present in an individual.

Recessive

Describing a gene that only expresses its trait when paired with an identical gene on the partner chromosome, often overshadowed by dominant genes.

Phenotype

The observable traits or characteristics of an organism, resulting from the interaction of its genotype with the environment.

Allele

One of two or more alternative forms of a gene that arise by mutation and are found at the same place on a chromosome.