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For this item, select the answer from the drop-down menu. Arya and Cody each manage a landscaping business. The equation y=15 x+30 represents the cost, y , of z hours of landscaping through Arya's business. The table shows the cost, y of different x hours of landscaping through Cody's business. multicolumn(4)(|c|)( Cost of Cody's Landscaping ) Hours & 4 & 7 & 12 Cost & 105 & 165 & 265 Select the phrase that best completes the sentence. Arya charges than Cody. Calculator 5 less per hour 5 more per hour 10 less per hour 10 more per hour

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For this item, select the answer from the drop-down menu. Arya and Cody each manage a landscaping business. The equation y=15 x+30 represents the cost, y , of z hours of landscaping through Arya's business. The table shows the cost, y of different x hours of landscaping through Cody's business. multicolumn(4)(|c|)( Cost of Cody's Landscaping ) Hours & 4 & 7 & 12 Cost & 105 & 165 & 265 Select the phrase that best completes the sentence. Arya charges than Cody. Calculator 5 less per hour 5 more per hour 10 less per hour 10 more per hour

For this item, select the answer from the drop-down menu. Arya and Cody each manage a landscaping business. The equation y=15 x+30 represents the cost, y , of z hours of landscaping through Arya's business. The table shows the cost, y of different x hours of landscaping through Cody's business. multicolumn(4)(|c|)( Cost of Cody's Landscaping ) Hours & 4 & 7 & 12 Cost & 105 & 165 & 265 Select the phrase that best completes the sentence. Arya charges than Cody. Calculator 5 less per hour 5 more per hour 10 less per hour 10 more per hour

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IsidoreElite · Tutor for 8 years

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To determine how much Arya charges per hour compared to Cody, we need to calculate the cost per hour for Cody's landscaping service using the data provided in the table and then compare it to Arya's rate of $15 per hour as given by the equation \( y = 15x + 30 \).Step 1: Calculate Cody's cost per hour for each entry in the table.For 4 hours:Cost = $105Cost per hour = $105 / 4 hours = $26.25 per hourFor 7 hours:Cost = $165Cost per hour = $165 / 7 hours = $23.57 per hourFor 12 hours:Cost = $265Cost per hour = $265 / 12 hours = $22.08 per hourStep 2: Compare Cody's cost per hour to Arya's cost per hour.Arya's cost per hour is $15 (from the equation \( y = 15x + 30 \), where the coefficient of x represents the cost per hour).Step 3: Determine the difference in cost per hour.Using the cost per hour calculated for Cody's service, we can see that Arya charges less per hour than Cody. To find out by how much, we can subtract Arya's rate from Cody's rate using the lowest cost per hour for Cody, which is $22.08 per hour.Difference in cost per hour (using Cody's lowest rate):Cody's cost per hour - Arya's cost per hour = $22.08 - $15 = $7.08Since the difference is not exactly $5 or $10, we need to check if the difference is closer to one of these values. The difference of $7.08 is closer to $5 than to $10.Final Answer:Arya charges \( \$ 5 \) less per hour than Cody.
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