Simplify the Matrix [[3x,y,7],[2x,3y,12]]

Problem

[[3*x,y,7],[2*x,3*y,12]]

Solution

1. Identify the given expression as a 2×3 matrix containing algebraic variables and constants.

2. Analyze the entries within the matrix to determine if any common factors exist across all terms or if any arithmetic operations are indicated.

3. Conclude that since there are no operations to perform (such as addition or multiplication) and no common scalar factors shared by all entries, the matrix is already in its simplest form.

Final Answer

[[3*x,y,7],[2*x,3*y,12]]=[[3*x,y,7],[2*x,3*y,12]]

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