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What is cross join in SQL in English and Hindi
Cross join in English
In SQL, a cross join, also known as a cartesian product, is a type of join that combines each row from one table with every row from another table. This results in a new table that has every possible combination of rows from the two tables.
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)
The basic syntax of a cross join is as follows:
Here is an example of a cross join:
Suppose we have two tables, Table1 and Table2, as shown below:
Table1:
Table2:
If we perform a cross join between Table1 and Table2, the resulting table would have four rows, as shown below:
As you can see, the resulting table contains every possible combination of rows from Table1 and Table2.
Cross join in Hindi
SQL me, cross join (ya cartesian join) ek join hai jo ek table ke har row ko dusre table ke har row ke saath combine karta hai. Isse do tables ke har possible combination se ek naya table banta hai.
Cross join ka basic syntax is tarah hota hai:
Yahan ek cross join ka example diya gaya hai:
Maan lijiye hamare paas do tables hai, Table1 aur Table2, jaisa ki niche dikhaya gaya hai:
Table1:
Table2:
Agar hum Table1 aur Table2 ke beech ek cross join karte hain, to resulting table mein chaar rows honge, jaisa ki niche dikhaya gaya hai:
Jaise ki aap dekh sakte hain, resulting table mein Table1 aur Table2 ke har possible combination ka data shamil hai. Cross join is tarah ke scenarios me upyogi ho sakta hai jahan data ke saare combinations generate karne ki zaroorat ho.
Thank You
About Author
Brijesh Kumar
Database Developer
I have more then 6 years Experience in Microsoft Technologies - SQL Server Database, ETL
Azure Cloud - Azure SQL Database, CosmosDB, Azure Data Factory, PowerBI, Web Job, Azure Function, Azure Storage, Web Apps, Powershall
and Database Migration On-Premise to Azure Cloud.
LinkedIn : https://www.linkedin.com