(A) $$ 1.28 \div 4=0.32 $$ (B) $$ 1.28 \div 4=0.23 $$ (C) $$ 0.92 \div 4=0.32 $$ (D) $$ 0.92 \div 4=0.23 $$

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1. To evaluate $$ 1.28 \div 4 $$:

- We compute $$ \frac{1.28}{4} $$.
   - Since $$ 4 \times 0.32 = 1.28 $$, we find
     $$
     \frac{1.28}{4} = 0.32.
     $$
   - Thus, the statement $$ 1.28 \div 4 = 0.32 $$ is correct, which corresponds to option (A).

2. Next, consider the statement $$ 1.28 \div 4 = 0.23 $$:

- Calculate $$\frac{1.28}{4}$$ as before, which gives $$ 0.32 $$, not $$ 0.23 $$.
   - Therefore, option (B) is incorrect.

3. Now, to evaluate $$ 0.92 \div 4 $$:

- We compute $$ \frac{0.92}{4} $$.
   - Since $$ 4 \times 0.23 = 0.92 $$, it follows that
     $$
     \frac{0.92}{4} = 0.23.
     $$
   - Thus, the statement $$ 0.92 \div 4 = 0.23 $$ is correct, which corresponds to option (D).

4. Finally, the statement $$ 0.92 \div 4 = 0.32 $$:

- This result is incorrect because, as shown above, $$ \frac{0.92}{4} = 0.23 $$, not $$ 0.32 $$.
   - So, option (C) is incorrect.

The correct options are (A) and (D).
The correct answers are (A) $$ 1.28 \div 4 = 0.32 $$ and (D) $$ 0.92 \div 4 = 0.23 $$.

(A) \( 1.28 \div 4=0.32 \) (B) \( 1.28 \div 4=0.23 \) (C) \( 0.92 \div 4=0.32 \) (D) \( 0.92 \div 4=0.23 \)

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