4. (02.01 mc) while researching the industry she is interested in, demi sees that the average unemployment…

4. (02.01 mc) while researching the industry she is interested in, demi sees that the average unemployment rate is 6.7%. how many people, out of every 350, are unemployed? (points) 52.24 234.50 23.45 21.50 5. (02.01 mc) eugene calculates how long it will take to earn his first million dollars if he earns an average gross pay of $1,045.00 per week. he rounds his answer to 18 years. is eugenes answer viable? (2 points) no, eugene would need to round the years up to the nearest whole number to show the time required to earn the full million dollars. not enough information to determine viability. yes, eugene can use traditional rounding rules to show the time required to earn the full million dollars. yes, eugene needs to round down to show the time required to earn the full million dollars.

4. (02.01 mc) while researching the industry she is interested in, demi sees that the average unemployment rate is 6.7%. how many people, out of every 350, are unemployed? (points) 52.24 234.50 23.45 21.50 5. (02.01 mc) eugene calculates how long it will take to earn his first million dollars if he earns an average gross pay of $1,045.00 per week. he rounds his answer to 18 years. is eugenes answer viable? (2 points) no, eugene would need to round the years up to the nearest whole number to show the time required to earn the full million dollars. not enough information to determine viability. yes, eugene can use traditional rounding rules to show the time required to earn the full million dollars. yes, eugene needs to round down to show the time required to earn the full million dollars.

Answer

4.

Explanation:

Step1: Convert percentage to decimal

The unemployment rate of 6.7% is written as 0.067 in decimal form. $6.7%=\frac{6.7}{100}=0.067$

Step2: Calculate number of unemployed

Multiply the total number of people (350) by the decimal - form of the unemployment rate. $350\times0.067 = 23.45$

Answer:

23.45

5.

Explanation:

To earn one - million dollars with a weekly pay of $1045, we first find out how many weeks it takes. Let the number of weeks be $n$. Then $n=\frac{1000000}{1045}\approx956.94$. There are 52 weeks in a year. So the number of years $y=\frac{956.94}{52}\approx18.4$. When calculating the time required to earn a certain amount of money, we need to round up to ensure we have earned the full amount. Since Eugene rounded to 18 years, he did not round up.

Answer:

No, Eugene would need to round the years up to the nearest whole number to show the time required to earn the full million dollars.