12a which graph represents the amount of the loan left to be repaid? 12b what does the y - intercept…

12a which graph represents the amount of the loan left to be repaid? 12b what does the y - intercept represent? a. the starting amount of the loan b. the number of months it will take to pay off the loan c. the monthly payment of the loan d. the amount left on the loan will be left after 16 months 12c what does the x - intercept represent? a. the starting amount of the loan b. the number of months it will take to pay off the loan c. the monthly payment of the loan d. the amount left on the loan will be left after 16 months

12a which graph represents the amount of the loan left to be repaid? 12b what does the y - intercept represent? a. the starting amount of the loan b. the number of months it will take to pay off the loan c. the monthly payment of the loan d. the amount left on the loan will be left after 16 months 12c what does the x - intercept represent? a. the starting amount of the loan b. the number of months it will take to pay off the loan c. the monthly payment of the loan d. the amount left on the loan will be left after 16 months

Answer

Explanation:

Step1: Analyze loan - payment graph concept

The amount of a loan to be repaid decreases over time as payments are made. The graph should start at a non - zero value (the starting loan amount) and decrease to zero as the loan is paid off.

Step2: Analyze y - intercept concept

The y - intercept is the value of the function when (x = 0). In the context of a loan, when (x=0) (at the start, time (t = 0) months), the y - value represents the starting amount of the loan.

Step3: Analyze x - intercept concept

The x - intercept is the value of (x) when (y = 0). In the context of a loan, when (y = 0) (the loan is fully paid off), the x - value represents the number of months it takes to pay off the loan.

Answer:

12a: Without seeing the actual graphs, we can't determine which graph represents the amount of the loan to be repaid. But a correct graph would start at a positive y - value (starting loan amount) and decrease to (y = 0) as (x) (time in months) increases. 12b: A. The starting amount of the loan 12c: B. The number of months it will take to pay off the loan