Question
A survey asked a group of adults and youths if they prefer reading books printed on paper or electronic books. Results are shown in the table below, but some values are missing. Fill in the missing values.
Book Preference
Age Group Print Electronic Total
Youths
70-total
Adults
23-elec
Total
58-elec 130-total
Answer
Attempt
can you fill in the blanks i have
whats the total print
Book Preference
Age Group Print Electronic Total
Youths
70-total
Adults
23-elec
Total
58-elec 130-total
Answer
Attempt
can you fill in the blanks i have
whats the total print
Answers
GPT-4o mini
To fill in the missing values, let's analyze the given information systematically.
### Given Information:
- Total number of youths = 70 - total (which gives us the total of adults and youths combined)
- Total number of adults who prefer electronic = 23 - electronic
- Total electronic preference for all = 58 - electronic
- Overall total number of individuals = 130 - total
### Summarizing Known Values
1. **Total** = 130
2. **Youths** = 70 - Youths (so, total Youths = Total - Adults)
3. **Adults** = Total - Youths
4. **Adults, Electronic** = 23
Let’s break it down step by step:
1. **Total of Youths and Adults:**
\[
\text{Youths + Adults} = 130
\]
2. **Total Electronic Preferences:**
\[
\text{Youths, Electronic} + \text{Adults, Electronic} = 58 \quad \text{(Total Electronic)}
\]
Given that Adults, Electronic = 23:
\[
\text{Youths, Electronic} + 23 = 58 \implies \text{Youths, Electronic} = 58 - 23 = 35
\]
3. **Now, we know:**
- Youths, Electronic = 35
- Adults, Electronic = 23
4. **Now we can find the total number of youths:**
\[
\text{Youths} = 70 \quad (needs to be calculated)
\]
Since total for Youths and Adults = 130:
\[
\text{Youths} + \text{Adults} = 130 \implies \text{Adults} = 130 - 70 = 60
\]
5. **Total Print Preferences:**
From the data, both for Youths and Adults:
- Total for Adults = 60, and since Adults, Electronic = 23, then:
\[
\text{Adults, Print} = 60 - 23 = 37
\]
6. **For Youths:**
- Total Youths = 70, with Youths, Electronic = 35 then:
\[
\text{Youths, Print} = 70 - 35 = 35
\]
### Final Calculation for Print Preferences
**Final Values:**
1. Youths, Print = 35
2. Adults, Print = 37
**Total Print Preferences:**
\[
\text{Total Print} = \text{Youths, Print} + \text{Adults, Print} = 35 + 37 = 72
\]
### Conclusion
The total number of people who prefer reading books printed on paper is **72**.
### Given Information:
- Total number of youths = 70 - total (which gives us the total of adults and youths combined)
- Total number of adults who prefer electronic = 23 - electronic
- Total electronic preference for all = 58 - electronic
- Overall total number of individuals = 130 - total
### Summarizing Known Values
1. **Total** = 130
2. **Youths** = 70 - Youths (so, total Youths = Total - Adults)
3. **Adults** = Total - Youths
4. **Adults, Electronic** = 23
Let’s break it down step by step:
1. **Total of Youths and Adults:**
\[
\text{Youths + Adults} = 130
\]
2. **Total Electronic Preferences:**
\[
\text{Youths, Electronic} + \text{Adults, Electronic} = 58 \quad \text{(Total Electronic)}
\]
Given that Adults, Electronic = 23:
\[
\text{Youths, Electronic} + 23 = 58 \implies \text{Youths, Electronic} = 58 - 23 = 35
\]
3. **Now, we know:**
- Youths, Electronic = 35
- Adults, Electronic = 23
4. **Now we can find the total number of youths:**
\[
\text{Youths} = 70 \quad (needs to be calculated)
\]
Since total for Youths and Adults = 130:
\[
\text{Youths} + \text{Adults} = 130 \implies \text{Adults} = 130 - 70 = 60
\]
5. **Total Print Preferences:**
From the data, both for Youths and Adults:
- Total for Adults = 60, and since Adults, Electronic = 23, then:
\[
\text{Adults, Print} = 60 - 23 = 37
\]
6. **For Youths:**
- Total Youths = 70, with Youths, Electronic = 35 then:
\[
\text{Youths, Print} = 70 - 35 = 35
\]
### Final Calculation for Print Preferences
**Final Values:**
1. Youths, Print = 35
2. Adults, Print = 37
**Total Print Preferences:**
\[
\text{Total Print} = \text{Youths, Print} + \text{Adults, Print} = 35 + 37 = 72
\]
### Conclusion
The total number of people who prefer reading books printed on paper is **72**.