I really need help with these to pass

Analyze Arithmetic Sequences and Linear Functions: Investigation 2 Carl has collectible cans that he wants to use to build a tower. He plans to place 12 cans on the bottom row, with two fewer cans for each subsequent row as he builds his tower. 1. Write a Next-Now equation for the number of cans in the next row. 2. Complete the table and graph the number of cans per row. Use the graph for A-B Row Number of Cans (n) C(n) A. Write the recursive formula for the sequence. B. Write the function, C(n), that models the number of cans per row in terms of the row number, n. 3. Choose the statements about the graph and function that are true. Select all that apply. A. The y-intercept shows the number of cans in the first row. B. There will be a total of six rows. C. The slope indicates the change in the number of cans for each subsequent row. D. The x-intercept will show the number of cans in the last row. E. If Carl were to use 15 cans in the first row, the x-intercept would show the number of cans in the next-to-last row. F. If Carl were to use only one less can for each subsequent row, the new slope for the function would be equal to 1. 4. Carl has more cans than will fit in his tower, so he adds another row at the bottom of his original plan. Explain how to adjust the graph and function to model this situation. Discovery Education Techbook Discovery Communicationa, LLC