classmates about their favorite kind of tv show. he recorded their responses in a frequency table. use the data in the table to make a picture graph. follow the steps to make a picture graph. step 1 write the title at the top of the graph step 2 look at the numbers in the table. tell how many students each picture represents for the key step 3 draw the correct number of pictures for each type of show. use your picture graph for 1–4. 1. what title did you give the graph? 2. what key did you use? 3. how many pictures would you draw if 12 students chose game shows as their favorite kind of tv show? 4. what key would you use if 10 students chose cartoons? 5. write math describe why it might not be a good idea to use a key where each symbol stands for 1 in a picture graph. table: favorite tv show, type: cartoons (9), sports (6), movies (3) picture graph with cartoons, sports, movies and key: each □ = 1 (handwritten)

Question

Accepted Answer

### Question 1
# Brief Explanations:
The table is about favorite TV shows, so the title should reflect that. A suitable title is "Favorite TV Show of Classmates" (or similar, focusing on the data topic).
# Answer:
"Favorite TV Show of Classmates" (or other appropriate title related to the data on favorite TV shows)

### Question 2
# Brief Explanations:
From the given graph, the key is shown as "Each $\square$ = 1" (or based on the drawn symbols, likely each picture represents 1 student as per the initial data where Cartoons have 9, Sports 6, Movies 3 and the drawn pictures match when each is 1).
# Answer:
"Each $\square$ (or the used picture symbol) = 1 student"

### Question 3
# Explanation:
## Step1: Identify the key
Assuming the key is each picture represents 1 student (from previous context or standard for such problems if not changed).
## Step2: Calculate pictures for 12 students
If each picture = 1 student, then number of pictures = 12 (since 12 students, 1 per picture).
# Answer:
12

### Question 4
# Explanation:
## Step1: Analyze the need
We need a key where the number of symbols times the value per symbol equals 10 (students who chose cartoons).
## Step2: Choose a key
Possible keys: Each symbol = 1 (10 symbols), or Each symbol = 2 (5 symbols), Each symbol = 5 (2 symbols), etc. A common simple key could be "Each $\square$ = 1" (10 symbols) or "Each $\square$ = 2" (5 symbols). But if we follow the initial key idea, a practical key could be "Each $\square$ = 1" (so 10 pictures) or a larger value for fewer symbols. A likely answer is using a key where each symbol represents 1 (so 10 symbols) or a factor of 10. Let's take the simplest: each symbol = 1, so 10 symbols, but also a key like each symbol = 2 (5 symbols) is valid. But based on the initial problem's key (each =1), if we adjust, for 10, a key could be "Each $\square$ = 1" (10 pictures) or "Each $\square$ = 2" (5 pictures). Let's go with a key that makes sense, like "Each $\square$ = 1" (so 10 pictures) or a key where each symbol is 2 (5 pictures). But the most straightforward if we use the same idea as before (each symbol =1) but for 10, the key would be "Each $\square$ = 1" (so 10 symbols). Alternatively, if we want fewer symbols, "Each $\square$ = 2" (5 symbols). But let's check the initial data: Cartoons had 9, so with key=1, 9 symbols. For 10, key=1 would be 10 symbols. So the key could be "Each $\square$ = 1" (or other factors, but key=1 is simple).
# Answer:
"Each $\square$ = 1" (or other valid key like "Each $\square$ = 2" etc., but "Each $\square$ = 1" is a common choice)

### Question 5
# Brief Explanations:
If each symbol stands for 1, for large numbers of students (e.g., 100), we'd need to draw 100 symbols. This is time - consuming, makes the graph cluttered, and hard to read or draw. It's inefficient for large data sets as the graph would be too big and messy.
# Answer:
If each symbol stands for 1, for large data sets (e.g., many students), the picture graph would require drawing a large number of symbols, making it time - consuming to create, cluttered, and difficult to read or interpret. For example, if 100 students chose a show, drawing 100 symbols would be impractical.

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QUESTION IMAGE

Question

Explanation:

Question 1

Step1: Identify the key

Step2: Calculate pictures for 12 students

Answer:

Question 2