Recurrence relation for the time complexity of matrix multiplication using simple divide and conquer is:

1
\(T(n) = 8T( n/ 2 ) + Θ(n ^3 ) \)
2
\(T(n) = 8T( n/ 2 ) + Θ(n ^2 )\)
3
\(T(n) = 4T( n/ 2 ) + Θ(n ^3 )\)
4
\(T(n) = 4T( n/ 2 ) + Θ(n ^2 )\)
5
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