Artificial Intelligence
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To solve the inequality \(-2.4(x - 6) \geq 52.8\), we start by isolating \(x\). 1. Distribute \(-2.4\): \[ -2.4x + 14.4 \geq 52.8 \] 2. Subtract \(14.4\) from both sides: \[ -2.4x \geq 52.8 - 14.4 \] \[ -2.4x \geq 38.4 \] 3. Divide both sides by \(-2.4\). Remember to flip the inequality sign when dividing by a negative number: \[ x \leq \frac{38.4}{-2.4} \] \[ x \leq -16 \] Now, the solution set is

To determine which sequences of transformations could be applied to the parent function \( f(x) = x \) in order to obtain the graph of the function \( g \) based on the description provided, we need to analyze the characteristics of the function \( g \). The described function has a decreasing pattern going from positive y-values to negative y-values: - Starts from (−3, 8), moving down to (3, −10). It appears that the graph of \( g \)

To find the cost for an 8-hour rental, we first analyze the given rental costs. - **1-hour rental cost:** $25 - **4-hour rental cost:** $100 Let's determine the cost based on these two options. 1. **If Susan rents the truck for 1 hour at a time for 8 hours:** - 8 hours × $25/hour = $200 2. **If she rents it for 4 hours twice:** - 2 × $100 = $200 Both methods show that the cost for an 8-hour rental would be $200. Thus, the correct

To determine the most common rating in the 26-35 age group, we can look at the counts in that row of the table: - Excellent: 33 - Good: 50 - Average: 5 - Poor: 9 The highest count in the 26-35 age group is for the "Good" rating, which has 50 votes. Therefore, the correct answer is: C. Good

To determine the correct answer about the system of equations represented by the two diagonal curves, we can analyze the key features of the curves: - The first curve rises through the points given (negative 5, 4.1), (negative 3, 5), (0, 6), (3, 7), and (6, 8). - The second curve rises through the points (negative 6, 6), (negative 5, 3), (0, 4), (3, -3), and (5, -2.1). Let's examine: 1. **Intersection Points**: Identify if the two curves

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