Question: The graph below shows a line for a tile pattern. How is the line growing? That is, how many tiles are added each time the

The graph below shows a line for a tile pattern. How is the line growing? That is, how many tiles are added each time the figure number is increased by 1? Explain how you found your answer. 58 Number of Tiles 2 5 6 7 Figure NumberThe triangles in problems 213 and 214 are called slope triangles. Slope is a measure of the steepness of a line. It is the ratio of the vertical distance to the horizontal distance of a slope triangle. The vertical pan of the triangle is called Ag (read \"change in 3;\"), while the horizontal pan of the triangle is called Am {read \"change in a: \"ll. Note that \"A\" is the Greek letter \"delta\" that is often used to represent a difference or a change. Explore using the S_lbpe eTool {Desmos}. DesmosAccessibility BID 6 : J. ploy: 10 a. What is the vertical distance {Ag} for this slope triangle? b. What is the horizontal distance (A3} for this slope triangle? 2-16. Find the line graphed at right with slope triangles A, B, and C on the Lesson 2.1.2 Resource Page. a. Find the slope using slope triangles A and B. What do you notice? b. What is the vertical distance (g) of slope triangle C? Explain your reasoning. c. Draw a slope triangle on the line with a horizontal distance (Ax) of 1 unit. Find the vertical distance (Ag) of this new triangle. What do you notice

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