In SQL you can make queries in number of ways ,though we can break complex codes into small readable and calculated parts.
In SQL you can make queries in number of ways ,though we can break complex codes into small readable and calculated parts.
There are a number of ways you can make queries in SQL, though we are suggesting a few ways through which complex codes can be broken into small, readable, and calculated parts.
If a hypothetical table is given like this, where top ratings are given to Hindi movies and their number of views worldwide. Read the following table carefully, where we list movies with the top 10 ratings and views.
Movies | Rating | Views |
---|---|---|
1. Ramayana: The Legend of Prince Rama (1993) | 8.5 | 15432 |
2. Rocketry: The Nambi Effect (2022) | 8.4 | 13783 |
3. 777 Charlie (2022) | 8.4 | 13129 |
4. Hanky Panky (1979) | 8.4 | 12845 |
5. Nayakan (1987) | 8.4 | 12275 |
6. Anbe Sivam (2003) | 8.4 | 11961 |
7. Jai Bhim (2021) | 8.4 | 10032 |
8. Pariyerum Perumal (2018) | 8.4 | 8954 |
9. 3 Idiots (2009) | 8.4 | 8231 |
10. Manichithrathazhu (1993) | 8.4 | 7530 |
Give us the table, where we want a list of movies with more than average number of views.
The average number of views for all movies is 11417. Means we need a table with only those movies which are having views greater than 11417.
WITH temporary_frame as (select avg(Views) as avg_view FROM MOVIES)
select * FROM MOVIES,
temporary_frame where MOVIES.Views > temporary_frame.avg_view
Movies | Rating | Views |
1. Ramayana: The Legend of Prince Rama (1993) | 8.5 | 15432 |
2. Rocketry: The Nambi Effect (2022) | 8.4 | 13783 |
3. 777 Charlie (2022) | 8.4 | 13129 |
4. Hanky Panky (1979) | 8.4 | 12845 |
5. Nayakan (1987) | 8.4 | 12275 |
6. Anbe Sivam (2003) | 8.4 | 11961 |
Let’s take another example where we are taking hypothetical data from a film to understand another use of the ”WITH” clause. We have a city-by-city collection of top hit movies from Indian cinema, as well as national collections.
Movie | City | City_Wise_Collection | Countrywide_Collection | Budget | Verdict |
---|---|---|---|---|---|
Baahubali 2 The Conclusion (2017) | Mumbai | 1251.642 | 1788.06 | 250 | All Time Blockbuster |
KGF Chapter 2 (2022) | Mumbai | 845.6 | 1208 | 100 | All Time Blockbuster |
RRR (2022) | Mumbai | 798 | 1140 | 550 | Blockbuster |
Dangal (2016) | Mumbai | 1449.21 | 2070.3 | 70 | All Time Blockbuster |
Avengers End Game (2019) | Mumbai | 13279 | 18970 | 2500 | All Time Blockbuster |
Sanju (2018) | Mumbai | 411.95 | 588.5 | 100 | All Time Blockbuster |
Tiger Zinda Hai (2017) | Mumbai | 390.6 | 558 | 210 | Blockbuster |
Baahubali 2 The Conclusion (2017) | Delhi | 357.612 | 1788.06 | 250 | All Time Blockbuster |
KGF Chapter 2 (2022) | Delhi | 241.6 | 1208 | 100 | All Time Blockbuster |
RRR (2022) | Delhi | 228 | 1140 | 550 | Blockbuster |
Dangal (2016) | Delhi | 414.06 | 2070.3 | 70 | All Time Blockbuster |
Avengers End Game (2019) | Delhi | 3794 | 18970 | 2500 | All Time Blockbuster |
Sanju (2018) | Delhi | 117.7 | 588.5 | 100 | All Time Blockbuster |
Tiger Zinda Hai (2017) | Delhi | 111.6 | 558 | 210 | Blockbuster |
Baahubali 2 The Conclusion (2017) | Chennai | 178.806 | 1788.06 | 250 | All Time Blockbuster |
KGF Chapter 2 (2022) | Chennai | 120.8 | 1208 | 100 | All Time Blockbuster |
RRR (2022) | Chennai | 114 | 1140 | 550 | Blockbuster |
Dangal (2016) | Chennai | 207.03 | 2070.3 | 70 | All Time Blockbuster |
Avengers End Game (2019) | Chennai | 1897 | 18970 | 2500 | All Time Blockbuster |
Sanju (2018) | Chennai | 58.85 | 588.5 | 100 | All Time Blockbuster |
Tiger Zinda Hai (2017) | Chennai | 55.8 | 558 | 210 | Blockbuster |
Let’s follow the given steps to study the business problem, code, and output of the table.
Give us a table with minimum and maximum collections for each film, as well as cities.
Create two custom views with City Wise Collection min and City Wise Collection max via using with nested “clause” statements.
WITH minimum_collection AS
(SELECT Movie, MIN(City_Wise_Collection) AS min_cwc
FROM movie_business
GROUP BY Movie),
maximum_collection AS
(SELECT Movie, MAX(City_Wise_Collection) AS max_cwc
FROM movie_business
GROUP BY Movie)
SELECT
mb.City,
mb.Movie,
mb.City_Wise_Collection,
mb.Countrywide_Collection,
mb.budget,
min.min_cwc,
max.max_cwc
FROM movie_business mb
JOIN minimum_collection min
ON mb.Movie = min.Movie
JOIN maximum_collection max
ON mb.Movie = max.Movie;
CITY | MOVIE | CITY_WISE_COLLECTION | COUNTRYWIDE_COLLECTION | BUDGET | MIN_CWC | MAX_CWC |
---|---|---|---|---|---|---|
Mumbai | Dangal (2016) | 1449.21 | 2070.3 | 70 | 207.03 | 1449.21 |
Delhi | Dangal (2016) | 414.06 | 2070.3 | 70 | 207.03 | 1449.21 |
Chennai | Dangal (2016) | 207.03 | 2070.3 | 70 | 207.03 | 1449.21 |
Mumbai | Sanju (2018) | 411.95 | 588.5 | 100 | 58.85 | 411.95 |
Delhi | Sanju (2018) | 117.7 | 588.5 | 100 | 58.85 | 411.95 |
Chennai | Sanju (2018) | 58.85 | 588.5 | 100 | 58.85 | 411.95 |
Mumbai | Tiger Zinda Hai (2017) | 390.6 | 558 | 210 | 55.8 | 390.6 |
Delhi | Tiger Zinda Hai (2017) | 111.6 | 558 | 210 | 55.8 | 390.6 |
Chennai | Tiger Zinda Hai (2017) | 55.8 | 558 | 210 | 55.8 | 390.6 |
Mumbai | Baahubali 2 The Conclusion (2017) | 1251.642 | 1788.06 | 250 | 178.806 | 1251.642 |
Delhi | Baahubali 2 The Conclusion (2017) | 357.612 | 1788.06 | 250 | 178.806 | 1251.642 |
Chennai | Baahubali 2 The Conclusion (2017) | 178.806 | 1788.06 | 250 | 178.806 | 1251.642 |
Mumbai | KGF Chapter 2 (2022) | 845.6 | 1208 | 100 | 120.8 | 845.6 |
Delhi | KGF Chapter 2 (2022) | 241.6 | 1208 | 100 | 120.8 | 845.6 |
Chennai | KGF Chapter 2 (2022) | 120.8 | 1208 | 100 | 120.8 | 845.6 |
Mumbai | RRR (2022) | 798 | 1140 | 550 | 114 | 798 |
Delhi | RRR (2022) | 228 | 1140 | 550 | 114 | 798 |
Chennai | RRR (2022) | 114 | 1140 | 550 | 114 | 798 |
Mumbai | Avengers End Game (2019) | 13279 | 18970 | 2500 | 1897 | 13279 |
Delhi | Avengers End Game (2019) | 3794 | 18970 | 2500 | 1897 | 13279 |
Chennai | Avengers End Game (2019) | 1897 | 18970 | 2500 | 1897 | 13279 |
ANCOVA is an extension of ANOVA (Analysis of Variance) that combines blocks of regression analysis and ANOVA. Which makes it Analysis of Covariance.
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