Dictionaries and Frequency Tables - Jupyter Notebook

Instructions

1. Store the data in the table above using two different lists.

Assign the list ['4+', '9+', '12+', '17+'] to a variable named content_ratings.

Assign the list [4433, 987, 1155, 622] to a variable named numbers.

Store the data in the table above using a list of lists. Assign the list [['4+', '9+', '12+', '17+'], [4433, 987, 1155, 622]] to a variable named content_rating_numbers.

 

2. Map content ratings to their corresponding numbers by recreating the dictionary above: {'4+': 4433, '9+': 987, '12+': 1155, '17+': 622}. Assign the dictionary to a variable named content_ratings.

Print content_ratings and examine the output carefully. Has the order we used to create the dictionary been preserved? In other words, is the output identical to {'4+': 4433, '9+': 987, '12+': 1155, '17+': 622}? We'll discuss more about this on the next screen.

3. Retrieve values from the content_ratings dictionary.

Assign the value at index '9+' to a variable named over_9.
Assign the value at index '17+' to a variable named over_17.
Print over_9 and over_17.

 

 4. Use the new technique we learned to map content ratings to their corresponding numbers inside a dictionary.

Create an empty dictionary named content_ratings.

Add the index:value pairs one by one using the dictionary_name[index] = value technique. This should be the final form of the dictionary: {'4+': 4433, '9+': 987, '12+': 1155, '17+': 622}.

Retrieve the value at index 12+ from the content_ratings dictionary. Assign it to a variable named over_12_n_apps.

5. Create the following dictionary and assign it to a variable named d_1:

{'key_1': 'first_value',

'key_2': 2,

'key_3': 3.14,

'key_4': True,

'key_5': [4,2,1],

'key_6': {'inner_key' : 6}

}

2.Examine the code below and determine whether it'll raise an error or not. If you think it'll raise an error, then assign the boolean True to a variable named error, otherwise assign False.

{4: 'four',

1.5: 'one point five',

'string_key': 'string_value',

True: 'True',

[1,2,3]: 'a list',

{10: 'ten'}: 'a dictionary'}

6. Using the in operator, check whether the following values exist as dictionary keys in the content_ratings dictionary:

The string '9+'. Assign the output of the expression to a variable named is_in_dictionary_1.
The integer 987. Assign the output of the expression to a variable named is_in_dictionary_2.
Combine the output of an expression containing in with an if statement. If the string '17+' exists as dictionary key in content_ratings, then:

Assign the string "It exists" to a variable named result.
Print the result variable.

 

7. Count the number of times each unique content rating occurs in the data set.
Create a dictionary named content_ratings where the keys are the unique content ratings and the values are all 0 (the values of 0 are temporary at this point, and they'll be updated).
Loop through the apps_data list of lists. Make sure you don't include the header row. For each iteration of the loop:
Assign the content rating value to a variable named c_rating. The content rating is at index number 10 in each row.
Check whether c_rating exists as a key in content_ratings. If it exists, then increment the dictionary value at that key by 1 (the key is equivalent to the value stored in c_rating).
Outside the loop, print content_ratings to check whether the counting worked as expected.

8. Count the number of times each unique content rating occurs in the data set while finding the unique values automatically. Create an empty dictionary named content_ratings.
Loop through the apps_data list of lists (make sure you don't include the header row). For each iteration of the loop:
Assign the content rating value to a variable named c_rating. The content rating is at index number 10.
Check whether c_rating exists as a key in content_ratings.
If it exists, then increment the dictionary value at that key by 1 (the key is equivalent to the value stored in c_rating).
Else, create a new key-value pair in the dictionary, where the dictionary key is c_rating and the dictionary value is 1.
Outside the loop, print content_ratings to check whether the counting worked as expected.

9. Count the number of times each unique genre occurs.
Create an empty dictionary named genre_counting.
Loop through the apps_data list of lists (make sure you don't include the header row). For each iteration of the loop:
Assign the genre to a variable named genre. The genre comes as a string and has the index number 11.
Check whether genre exists as a key in genre_counting.
If it exists, then increment the dictionary value at that key by 1 (the key is equivalent to the value stored in genre).
Else, create a new key-value pair in the dictionary, where the dictionary key is genre and the dictionary value is 1.
Outside the loop, print genre_counting and try to determine what's the most common app genre in our data set.

10. Loop over the content_ratings dictionary and transform the frequencies to percentages. For every iteration of the loop:

Transform the dictionary value (the frequency) to a proportion by dividing it by the total number of apps.
Transform the updated dictionary value (the proportion) to a percentage by multiplying it by 100.
Find out the percentage of apps that have a content rating of '17+'. Assign your answer to a variable named percentage_17_plus.

Find out the percentage of apps that can be downloaded by a 15-year-old. Assign your answer to a variable named percentage_15_allowed.

  

11. Transform the frequencies inside content_ratings to proportions and percentages while creating separate dictionaries for each.

Assign the dictionary storing proportions to a variable named c_ratings_proportions.
Assign the dictionary storing percentages to a variable named c_ratings_percentages.
Optional challenge: try to solve this exercise using a single for loop (solution to this challenge provided).

 

 12. Extract the values in the size_bytes column in a separate list.

Create an empty list named data_sizes.
Loop through apps_data (make sure you don't include the header row) and for every iteration:
Store the data size as a float in a variable named size (the index number for the data size is 2).
Append size to the data_sizes list.
Find out the minimum and the maximum app data size.

Assign the minimum value to a variable named min_size.
Assign the maximum value to a variable named max_size.

 

 13. Begin by finding the minimum and maximum value in the rating_count_tot column.

Extract the values in the rating_count_tot column (index number 5) in a separate list (don't forget to convert to integer or float).
Find out the minimum and maximum value of that list using the min() and the max() commands.
Based on the minimum and maximum value you've found, choose a few intervals (try to choose five intervals or less).

We've disabled answer checking for this exercise to give you the freedom to choose the intervals you find suitable (there's not a fixed solution for this exercise). You can see the intervals we chose in the solution.
Once you've chosen the intervals, compute the frequency of apps for each interval. Store the frequency table in a dictionary.

Create a dictionary with intervals as dictionary keys and zeros as dictionary values.
Loop through the apps_data data set. Count the frequency of each interval using an if statement followed by a series of elif clauses.
Inspect the frequency table and analyze the results.

 3. Retrieve values from the content_ratings dictionary.

Assign the value at index '9+' to a variable named over_9.
Assign the value at index '17+' to a variable named over_17.
Print over_9 and over_17.

 

 4. Use the new technique we learned to map content ratings to their corresponding numbers inside a dictionary.

Create an empty dictionary named content_ratings.

Add the index:value pairs one by one using the dictionary_name[index] = value technique. This should be the final form of the dictionary: {'4+': 4433, '9+': 987, '12+': 1155, '17+': 622}.

Retrieve the value at index 12+ from the content_ratings dictionary. Assign it to a variable named over_12_n_apps.

5. Create the following dictionary and assign it to a variable named d_1:

{'key_1': 'first_value',

'key_2': 2,

'key_3': 3.14,

'key_4': True,

'key_5': [4,2,1],

'key_6': {'inner_key' : 6}

}

2.Examine the code below and determine whether it'll raise an error or not. If you think it'll raise an error, then assign the boolean True to a variable named error, otherwise assign False.

{4: 'four',

1.5: 'one point five',

'string_key': 'string_value',

True: 'True',

[1,2,3]: 'a list',

{10: 'ten'}: 'a dictionary'}

6. Using the in operator, check whether the following values exist as dictionary keys in the content_ratings dictionary:

The string '9+'. Assign the output of the expression to a variable named is_in_dictionary_1.

The integer 987. Assign the output of the expression to a variable named is_in_dictionary_2.

Combine the output of an expression containing in with an if statement. If the string '17+' exists as dictionary key in content_ratings, then:

Assign the string "It exists" to a variable named result.

Print the result variable.

 

7. Count the number of times each unique content rating occurs in the data set.

Create a dictionary named content_ratings where the keys are the unique content ratings and the values are all 0 (the values of 0 are temporary at this point, and they'll be updated).

Loop through the apps_data list of lists. Make sure you don't include the header row. For each iteration of the loop:

Assign the content rating value to a variable named c_rating. The content rating is at index number 10 in each row.

Check whether c_rating exists as a key in content_ratings. If it exists, then increment the dictionary value at that key by 1 (the key is equivalent to the value stored in c_rating).

Outside the loop, print content_ratings to check whether the counting worked as expected.

8. Count the number of times each unique content rating occurs in the data set while finding the unique values automatically. Create an empty dictionary named content_ratings.

Loop through the apps_data list of lists (make sure you don't include the header row). For each iteration of the loop:

Assign the content rating value to a variable named c_rating. The content rating is at index number 10.

Check whether c_rating exists as a key in content_ratings.

If it exists, then increment the dictionary value at that key by 1 (the key is equivalent to the value stored in c_rating).

Else, create a new key-value pair in the dictionary, where the dictionary key is c_rating and the dictionary value is 1.

Outside the loop, print content_ratings to check whether the counting worked as expected.

9. Count the number of times each unique genre occurs.

Create an empty dictionary named genre_counting.

Loop through the apps_data list of lists (make sure you don't include the header row). For each iteration of the loop:

Assign the genre to a variable named genre. The genre comes as a string and has the index number 11.

Check whether genre exists as a key in genre_counting.

If it exists, then increment the dictionary value at that key by 1 (the key is equivalent to the value stored in genre).

Else, create a new key-value pair in the dictionary, where the dictionary key is genre and the dictionary value is 1.

Outside the loop, print genre_counting and try to determine what's the most common app genre in our data set.

10. Loop over the content_ratings dictionary and transform the frequencies to percentages. For every iteration of the loop:

Transform the dictionary value (the frequency) to a proportion by dividing it by the total number of apps.
Transform the updated dictionary value (the proportion) to a percentage by multiplying it by 100.
Find out the percentage of apps that have a content rating of '17+'. Assign your answer to a variable named percentage_17_plus.

Find out the percentage of apps that can be downloaded by a 15-year-old. Assign your answer to a variable named percentage_15_allowed.

  

11. Transform the frequencies inside content_ratings to proportions and percentages while creating separate dictionaries for each.

Assign the dictionary storing proportions to a variable named c_ratings_proportions.

Assign the dictionary storing percentages to a variable named c_ratings_percentages.

Optional challenge: try to solve this exercise using a single for loop (solution to this challenge provided).

 

 12. Extract the values in the size_bytes column in a separate list.

Create an empty list named data_sizes.

Loop through apps_data (make sure you don't include the header row) and for every iteration:

Store the data size as a float in a variable named size (the index number for the data size is 2).

Append size to the data_sizes list.

Find out the minimum and the maximum app data size.

Assign the minimum value to a variable named min_size.

Assign the maximum value to a variable named max_size.

 

 13. Begin by finding the minimum and maximum value in the rating_count_tot column.

Extract the values in the rating_count_tot column (index number 5) in a separate list (don't forget to convert to integer or float).

Find out the minimum and maximum value of that list using the min() and the max() commands.

Based on the minimum and maximum value you've found, choose a few intervals (try to choose five intervals or less).

We've disabled answer checking for this exercise to give you the freedom to choose the intervals you find suitable (there's not a fixed solution for this exercise). You can see the intervals we chose in the solution.

Once you've chosen the intervals, compute the frequency of apps for each interval. Store the frequency table in a dictionary.

Create a dictionary with intervals as dictionary keys and zeros as dictionary values.

Loop through the apps_data data set. Count the frequency of each interval using an if statement followed by a series of elif clauses.

Inspect the frequency table and analyze the results.