R1 ←R2 denotes*1 pointContents of R1 is tranfered to R2Contents of R2 is tranfered to R1Both of aboveNone of above

Break Down the Problem

1. Identify what the notation $R1 \leftarrow R2$ means in the context of matrices or operations on registers.

Relevant Concepts

2. In programming and matrix operations, the notation $R1 \leftarrow R2$ typically represents assignment, where the value of $R2$ is transferred to $R1$.

Analysis and Detail

3. In this case, the expression can be broken down as follows:
   • The arrow $\leftarrow$ indicates that the contents on the right (in this case, $R2$) are assigned to the left (i.e., $R1$).
   • Therefore, this notation explains that $R1$ will now hold the contents of $R2$.

Verify and Summarize

4. Hence, the correct interpretation of $R1 \leftarrow R2$ is that the contents of $R2$ are transferred to $R1$, not the other way around.

Final Answer

The contents of $R2$ are transferred to $R1$.