restart;Calc I Maple Lab # 2Due on Tuesday, October 17 at 5 pm.This is an individual assignment. You are not allowed to work with a partner.Upon completion of this assignment you should be able to show evidence of the following:1. Define a function correctly in maple.2. Plot a curve that is not a function using the implicitplot command.3. Plot graphs of multiple functions on the same set of axes.4. Create a coherent picture using a variety of elementary functions and relations.5. Use the appropriate transformation for each part of the picture.6. Determine the correct window for each part of the picture.7. Use the with(plots) and display command to show the complete picture.Some Reminders(a) ALWAYS CLICK ON !!! on the tool bar above to execute all of your commands everytime you open your worksheet. This is the first thing that I will do as soon as I open your file. Make sure I will see what you wanted me to see.(b) Help save paper. Shrink your graphs moderately before you print (if you need to print the worksheet)(c) Upload your work in moodle. You may not work with another student. Strictly no collaboration between students is allowed in this assignment. The file name should be your last name.You will make a picture using elementary functions. Your first command should be restart and your second command should be with(plots). I suggest that you name each piece of your picture. Use the display command to show the complete picture.restart:with(plots):eye1:=implicitplot(x^2+y^2=1, x=-2..2, y=-2..2, thickness=7, color=black):eye2:=implicitplot((x-4)^2+y^2=1, x=2..6, y=-2..2, thickness=7, color=black):head:=implicitplot((x-2)^2+y^2=1, x=-10..14,y=-12..12, thickness=7, color=green):nose:=plot([[2,-2],[1,-4],[3,-4],[2,-2]], thickness=7, color=red):smile1:=plot(x=0..4, y=-4, thickness=7, color=blue):smile2:=plot((x-2)^3,y=-10, thickness=7, color=blue):ear1:=implicitplot((x+16)^2+y^2=1, x=14..18, y=-2..2, thickness=7, color=orange):ear2:=implicitplot((x-1-12)^2+y^2=1, x=-10..-14, y=-2..2, thickness=7, color=orange):hat:=plot(-(x-2)^3,y=21, thickness=7, color=purple):display(eye1,eye2,nose,smile1,smile2,ear1,ear2,hat, scaling=constrained);JSFH