This assignment will assess your understanding of the how the derivative of a function at a point can be defined as a limit. Complete the questions below, take a picture or scan them, and upload it to be graded. Let M (ac) = 2a3 - 43 + 1. Please answer the following questions about M (ac). 1. Evaluate M(2). 2. Write a limit that is equal to M/(2). 3. Now evaluate the limit you wrote down in the previous part. You may find it helpful to use the identity (at b)3 = a3 + 3a26 + 3ab2 + 63 4. Next, write a limit that is equal to M/ (@ ) (for an unspecified value of ). The letter M/ (@ ) should not appear in your final answer.5. Finally, evaluate the limit you wrote down in the previous part. (Hint: you can follow the same steps that you used in part3.)