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Let R and S be two database relations. If cardinalities of R and S are 4 and 10, respectively, then what will be the number of tuples in R × S, where '×' represents cross product operation?
  • a)
    40
  • b)
    4
  • c)
    10
  • d)
    14
Correct answer is option 'A'. Can you explain this answer?
Verified Answer
Let R and S be two database relations. If cardinalities of R and S are...
Concept:
Cross product:

Cross product is a way of combining two relation instances. The resulting relation has a schema that contains each of the attributes in both relations being combined.
A cross product is represented by the following notation:
Employee x Parking
Example:
Employee x Parking:
Cross product grows quickly, there are N * M rows in the resulting relation (N = number in Employees, M = number in Parking), and the resulting relation has X + Y columns (attributes) in it (X = number of attributes in Employees, Y = number of attributes in Parking).
The given data,
R =4 rows
S=10 rows, 
R x Y = 40 rows
Hence the correct answer is 40 rows
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Let R and S be two database relations. If cardinalities of R and S are 4 and 10, respectively, then what will be the number of tuples in R × S, where × represents cross product operation?a)40b)4c)10d)14Correct answer is option 'A'. Can you explain this answer?
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