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Solve the problem. Joey borrows $2,400 from his grandfather and pays the money back in monthly payments of $200. a. Write a linear function that represents the remaining money owed L(x/ after x months. b. Evaluate L(10) and interpret the meaning in the context of this problem Select one: a. L(x) = 200x + 2,400; L(10) = 4,400, This represents the amount Joey has paid his grandfather after 10 months. b. L(x) - -200x + 2,400; L(10) - 400, This represents the amount Joey still owes his grandfather after 10 months. c. L(x) - -200x + 2,400; _(10) -400, This represents the amount Joey has paid his grandfather after 10 months. d. L(x) - 200x + 2,400; _(10) - 4,400, This represents the amount Joey still owes his grandfather after 10 months