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Answer :
The statement provided "Suppose the civilian noninstitutionalized working-age population is 35.9 million in Italy. Of these, 4.4 million are working part-time and 13.19 million are working full-time." is false. The correct answer is (b) False.
To determine whether the statement is true or false, we need to calculate the total number of employed individuals in Italy. Given that 4.4 million are working part-time and 13.19 million are working full-time, we can find the total number of employed individuals by adding these two figures together.
Total employed = Number working part-time + Number working full-time
= 4.4 million + 13.19 million
= 17.59 million
Therefore, the total number of employed individuals in Italy is 17.59 million, which is less than the total civilian noninstitutionalized working-age population of 35.9 million. This indicates that there are unemployed individuals in Italy, making the statement false.
Lastly, the false statement suggests that all individuals in the civilian noninstitutionalized working-age population are employed either part-time or full-time. However, this is not the case, as the total number of employed individuals is less than the total population mentioned. This highlights the importance of accurately interpreting data and understanding the nuances of employment statistics to make informed conclusions about the workforce in a given country.
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