the price for pears is y=2.75x which line would have the steepest slope if organic apples and pears were added to the graph
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the answer is D :)
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To determine which line would have the steepest slope if organic apples were added to the graph, we need to compare the slope of the existing line (y=2.75x for pears) with the potential slope of the new line (if organic apples were added).
The slope of a line represents how steep it is. In the case of a linear equation in the form y = mx + b, where m is the slope, the larger the value of m, the steeper the line.
For the existing line representing pears, we have y = 2.75x, where the slope (m) is 2.75.
To find out the potential slope of the new line if organic apples were added, we need more information. If the price of organic apples is given as an equation, we can compare its slope to the slope of 2.75 (pears).
Once you have the equation for the price of organic apples, simply compare the slopes of the two lines. The line with the larger slope will have the steepest slope.
To graphically represent the lines and their slopes, plot them on a Cartesian coordinate system, where the x-axis represents the quantity of apples or pears, and the y-axis represents the price. The line with a steeper slope will have a steeper angle relative to the x-axis.
Remember to quantify the price of organic apples to determine their equation and then compare its slope with 2.75 (pears).
If you provide further information about the equation for organic apples, I can assist with finding the steepest slope.