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Table 23-2
the Following Table Contains Data for Country Mindalion

question 89

Multiple Choice

Table 23-2
The following table contains data for country Mindalion for the year 2019.

 Household purchases of durable goods $1,695 Household purchases of nondurable goods $1,717 Household purchases of services $400 Household purchases of new housing $704 Purchases of capital equipment $310 Inventory changes $399 Purchases of new structures $611 Depreciati on $117 Salaries of government workers $1,422 Government expenditures on public works $589 Transfer payments $777 Foreign purchases of domestically produced goods $88 Domestic purchases of foreign goods $140\begin{array} { | l | l | } \hline \text { Household purchases of durable goods } & \$ 1,695 \\\hline \text { Household purchases of nondurable goods } & \$ 1,717 \\\hline \text { Household purchases of services } & \$ 400 \\\hline \text { Household purchases of new housing } & \$ 704 \\\hline \text { Purchases of capital equipment } & \$ 310 \\\hline \text { Inventory changes } & \$ 399 \\\hline \text { Purchases of new structures } & \$ 611 \\\hline \text { Depreciati on } & \$ 117 \\\hline \text { Salaries of government workers } & \$ 1,422 \\\hline \text { Government expenditures on public works } & \$ 589 \\\hline \text { Transfer payments } & \$ 777 \\\hline \text { Foreign purchases of domestically produced goods } & \$ 88 \\\hline \text { Domestic purchases of foreign goods } & \$ 140 \\\hline\end{array}
-Refer to Table 23-2. What were country Mindalion's net exports in 2019?


Definitions:

Existential Instantiation

A logical principle where from a general statement, one can infer the existence of at least one particular instance.

Universal Generalization

Universal generalization is a logical principle that allows one to infer that something is true for all members of a class from its being true for every observed member.

Quantifier Negation

The process of negating the quantifier in a logical expression, changing its scope or applying negation to the predicate instead.

Existential Generalization

A logical inference saying that if something is true for at least one member of a class, then it can be generalized to the class.

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