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Suppose the Variable X Represents Students and Y Represents Courses M(y):yM ( y ) : y

question 158

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suppose the variable x represents students and y represents courses, and: M(y):yM ( y ) : y is a math course F(x):x\quad F ( x ) : x is a freshman B(x):xB ( x ) : x is a full-time student T(x,y):x\quad T ( x , y ) : x is taking yy . Write the statement in good English without using variables in your answers.
- xy[(B(x)F(x))(M(y)T(x,y))]\forall x \exists y [ ( B ( x ) \wedge F ( x ) ) \rightarrow ( M ( y ) \wedge T ( x , y ) ) ]


Definitions:

Levy

An imposed tax, charge, or fine on an individual or a company by a government or authoritative body.

Consumption

Refers to the total amount of goods and services that households and individuals buy and use within an economy.

Complements

Products or services that are used together, enhancing the value or demand of each other when consumed in combination.

Mortgages

Loans specifically designed for purchasing real estate, where the property itself serves as collateral until the loan is paid off.

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