Number 5 is connected to number 6 ### Educational Graph Analysis#### Graph Explanation:The graph represents the change in temperature over time for an oven. The x-axis is labeled "Minutes passed" and ranges from 0 to 5 minutes. The y-axis is labeled "Fahrenheit" and ranges from 0 to 300 degrees Fahrenheit. A red line on the graph starts at (0, 0) and rises linearly, indicating a constant rate of increase in temperature. The line passes through the points (1, 60), (2, 120), (3, 180), (4, 240), and appears to stop at (5, 300).#### Tasks:5. On the same graph, draw the line for the following equation which represents a different oven: y = 20x + 240.6. When do the two ovens have the same temperature?### Instructions:**Drawing the Second Line:**1. The given equation is y = 20x + 240. To plot this: - Start at the y-intercept (0, 240). - For every 1 minute increase on the x-axis, increase the temperature by 20 degrees Fahrenheit.**Finding the Intersection Point:**1. To find when the two ovens have the same temperature, set the equations of the two lines equal to each other and solve for x: - Let y = 60x (Equation of the first line) - Let y = 20x + 240 (Equation of the second line) - Set 60x = 20x + 240 - Solve for x: - 60x - 20x = 240 - 40x = 240 - x = 6 - Therefore, the two ovens have the same temperature after 6 minutes. ### Conclusion:By plotting the second line and solving the equations, you can visually and algebraically determine the intersection point where both ovens reach the same temperature. This type of analysis can be applied to various real-world scenarios involving linear relationships.

Name: Number 5 is connected to number 6 ### Educational Graph Analysis#### G
Uploaded: 2024-03-20T07:07:37.000Z
Channel: Bartleby
Description: Number 5 is connected to number 6 ### Educational Graph Analysis#### Graph Explanation:The graph represents the change in temperature over time for an oven. The x-axis is labeled "Minutes passed" and ranges from 0 to 5 minutes. The y-axis is labeled