The following advertised prices were graphed on a coordinate grid to show the cost of various numbers of
shirts based on the advertised price. Which advertised price’s graph would have a slope of $12 per shirt?
so what should i do?
here r the answer choices......
A.3 shirts for $24
B.4 shirts for $50
C.5 shirts for $60
D.2 shirts for $20
To find the advertised price whose graph would have a slope of $12 per shirt, we need to look for the price that changes by $12 for each additional shirt.
Here's a step-by-step explanation on how to find the answer:
1. Look for the graph that shows the relationship between the number of shirts and the cost.
2. Identify two points on any of the graphs that have a difference of one shirt. For example, if the x-axis represents the number of shirts and the y-axis represents the cost, look for two points that are exactly one shirt apart.
3. Calculate the difference in cost between these two points. Divide the change in cost by the number of shirts it took to get from one point to the other. This will give us the slope.
4. Compare the slope calculated in the previous step to $12 per shirt. If it matches, then we have found the answer. If not, repeat steps 2 and 3 for the other advertised prices until you find the correct slope.
By following these steps, you should be able to determine which advertised price's graph would have a slope of $12 per shirt.
if you go right one shirt you should go up $12
If you go right 2 shirts you should go up $24