Based on the data collected from the $1,020$ survey responses, your team chooses the following four

criteria $($using sets$)$ for further analysis:

$$ A $=\{$survey respondents age $18-34\}.$

$$ D $=\{$survey respondents that identify as Democrat$\}.$

$$ M $=\{$survey respondents within the salary range $$44,726-$$$95,375\}.$

$$ V $=\{$survey respondents that intend to vote for the candidate$\}.$

Each of these sets can be broken down as follows:

$$ Of the $342$ respondents age $18-34,237$ identify as Democrat, $189$ have a yearly salary between

$$44,726-$$$95,375,$ and $213$ intend to vote for the candidate.

$$ Of the $442$ respondents that identify as Democrats, $213$ have a yearly salary between $$44,726-$

$$95,375$ and $285$ intend to vote for the candidate

$$ Of the $463$ respondents with a yearly salary between $$44,726-$$$95,375,237$ intend to vote for

the candidate.

$$ There are $431$ respondents who intend to vote for the candidate.

$$ Among the respondents aged $18-34,152$ are Democrats that intend to vote for the candidate,

$112$ are Democrats that have yearly salary between $$44,726-$$$95,375,$ and $98$ have yearly salary

between $$44,726-$$$95,375$ and intend to vote for the candidate.

$$ Of the respondents that identify as Democrats, $110$ make a yearly salary of $$44,726-$$$95,375$

and intend to vote for the candidate.

$$ Finally, only $50$ respondents statisfy all four criteria.