### Solution:
1. Extracting the Data:
Let's first clarify the data given in the table:
- Teen Charm has 40 yearly subscriptions.
- Myself has 36 yearly subscriptions and 12 total additional subscriptions.
- Tech Monthly has 22 yearly subscriptions and 20 total additional subscriptions.
- True Sports has 22 yearly subscriptions and 22 total additional subscriptions.
2. Total Subscriptions Calculation:
We need to calculate the total number of subscriptions sold for each magazine:
- Teen Charm total subscriptions: 40.
- Myself total subscriptions: 36 (yearly) + 12 (additional) = 48.
- Tech Monthly total subscriptions: 22 (yearly) + 20 (additional) = 42.
- True Sports total subscriptions: 22 (yearly) + 22 (additional) = 44.
Now, sum these total subscriptions:
[tex]\[
40 (Teen Charm) + 48 (Myself) + 42 (Tech Monthly) + 44 (True Sports) = 174
\][/tex]
Therefore, the total number of magazine subscriptions sold is 174.
3. Percentage Calculation for Myself:
To find the percentage of 1-year subscriptions for "Myself":
- Myself yearly subscriptions: 36.
- Myself total subscriptions: 48.
- The percentage of 1-year subscriptions is calculated as:
[tex]\[
\left( \frac{36}{48} \right) \times 100 \approx 75\%
\][/tex]
4. Checking Statements:
- Statement 1: "A total of 120 magazine subscriptions were sold."
- This statement is not supported by the data as the total number of subscriptions sold is 174, not 120.
- Statement 2: "Thirty percent of the people who subscribed to Myself bought a 1-year subscription."
- This statement is not supported by the data as 75% of the people who subscribed to Myself bought a 1-year subscription, not 30%.
### Conclusion:
- The data supports that the total number of magazine subscriptions sold is 174.
- The data supports that 75% of the people who subscribed to "Myself" bought a 1-year subscription.
Thus, neither of the given statements (120 total subscriptions and 30% 1-year Myself subscriptions) is correct based on the given data.
