Raise a square matrix to a non-negative integer power and inspect the resulting matrix.
Last updated: June 2026 | By Patchworkr Team
Matrix power means multiplying a square matrix by itself repeatedly. The exponent must be a non-negative integer in this calculator.
For [[1, 2], [3, 4]], the square A^2 is [[7, 10], [15, 22]].
Can I use a negative exponent?
Not in this version. Negative exponents require a matrix inverse and are rejected here.
Can I use a non-square matrix?
No. Matrix powers are only defined for square matrices.
Can I enter decimals?
Yes. Any finite real matrix entries are accepted.
What if a cell is blank?
Blank cells are rejected instead of being silently converted to zero.
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