Final answer:
This is about identifying the correct multiplication sentence represented by a decimal model in mathematics. Without seeing the model, we can only state that multiplying decimals involves moving decimal points and sometimes using placeholders.
Step-by-step explanation:
In mathematics, specifically when dealing with the multiplication of decimals, it is important to accurately represent and solve equations. When multiplying decimal numbers by powers of 10, we move the decimal point to the left or right depending on the exponent.
For positive exponents, we move the decimal to the right; for negative exponents, we move the decimal point to the left. Using zeros as placeholders is necessary when there are not enough places to move the decimal point.
Considering the question provided, it requires identifying the correct multiplication sentence represented by a decimal model, this would involve recognizing the position of decimal places and understanding how to multiply decimals.
Let's analyze each option in the question:
- Option A: 0.6 x 0.14 is indeed equal to 0.084, which could be the result of a decimal model representing the products of these two decimals.
- Option B: 0.7 x 0.8 equals 0.56, another possible multiplication of decimals.
- Option C: 0.6 x 24 results in 14.4, demonstrating multiplication involving a decimal and a whole number.
- Option D: 0.7 x 0.2 gives us 0.14, also a product of two decimals.
Without seeing the actual decimal model, any of the provided options could be correct depending on what the model looks like.
However, since only one answer is correct for any given decimal model, we cannot provide a definitive answer without more information or the visual of the model in question.