Questions: If there is more than one solution, separate the answers with commas. The solution set is [ ]. -4, -1.6, 3

If there is more than one solution, separate the answers with commas. The solution set is [ ]. -4, -1.6, 3
Transcript text: If there is more than one solution, separate the answers with commas. The solution set is [ ]. -4, -1.6, 3
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Solution

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Solution Steps

The question seems to be asking for the solution set of a mathematical problem involving the numbers -4, -1.6, and 3. However, without a specific equation or inequality, it's unclear what the problem is. Assuming we need to find the sum, product, and division of these numbers, we can proceed with these calculations.

Solution Approach
  1. Calculate the sum of the numbers.
  2. Calculate the product of the numbers.
  3. Calculate the division of the first number by the second and the second by the third.
Step 1: Calculate the Sum of the Numbers

To find the sum of the numbers \(-4\), \(-1.6\), and \(3\), we add them together:

\[ -4 + (-1.6) + 3 = -2.6 \]

Step 2: Calculate the Product of the Numbers

To find the product of the numbers \(-4\), \(-1.6\), and \(3\), we multiply them:

\[ -4 \times (-1.6) \times 3 = 19.20 \]

Step 3: Calculate the Division of the First Number by the Second

To find the division of the first number by the second, we divide \(-4\) by \(-1.6\):

\[ \frac{-4}{-1.6} = 2.5 \]

Step 4: Calculate the Division of the Second Number by the Third

To find the division of the second number by the third, we divide \(-1.6\) by \(3\):

\[ \frac{-1.6}{3} = -0.5333 \]

Final Answer

  • Sum: \(\boxed{-2.6}\)
  • Product: \(\boxed{19.20}\)
  • Division of the first by the second: \(\boxed{2.5}\)
  • Division of the second by the third: \(\boxed{-0.5333}\)
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