How can I answer questions 2&3 by Maple program!

Tasks 1. Open a new Maple worksheet and type the commands in the left-hand column below into it. These -cos commands will help you estimate lim- a command line -such as either of the do-loops below -into multiple lines as shown by holding down the Shift key before you hit the Enter key. On a Macintosh you can do the same thing by holding down the Shift or Option key before you hit the Return key. On the other hand, it's also acceptable to just type "for n from 1 to 6 do end do:" on one line.) numerically, if it exists. (Note On a PC you can break > # Your name, today's date > # Guessing Limits Numerically > restart; >fx (1-cos(x))/x"2 > plot (f (x),x-1..1) > fCO); > for n from 1 to 6 Clear Maple's memory Let f(x) (1 cos)2 Plot the graph of f for e-1,1. What is f(0)? Let's look at some values of f(x) for z >0. This is the beginning of a "do loop" Let=1/2 Print the values of z and f(x). This is the end of the "do loop". Now let's look at some values of f(x) for a for n from 1 to 6 do print (evalf(x), end do: evalf (f (x))); At this time make a hard copy of your typed input and Maple's responses. Then: 2. On the graphie you created in Task 1, plot the points on the graph of f whose y values you computed in the two "do loops". (The easiest way to do this is to plotvalues along the z-axis and then draw lines parallel to the y-axis through these points, until they meet the graph of f) 1 COSE exists 3. On the basis of the data you produced in Task 1, do you think lim- you think it is to 4 decimal places of accuracy? Justify your answer exists? If so, what do