Quection 1(a) Use Desmos to sketch the solid boundad above by z=4-x2-y2 and below by x2y2z2=6. Include a screen shot.(b) Use the steps (5 stepa) we wrote in the video lecture notes "Volume Exampla Quection 1(a) Use Desmos to sketch the solid boundad above by z=4-x2-y2 and below by x2y2z2=6. Include a screen shot.(b) Use the steps (5 stepa) we wrote in the video lecture notes "Volume Exampla Quection 1(a) Use Desmos to sketch the solid boundad above by z=4-x2-y2 and below by x2y2z2=6. Include a screen shot.(b) Use the steps (5 stepa) we wrote in the video lecture notes "Volume Exampla Quection 1(a) Use Desmos to sketch the solid boundad above by z=4-x2-y2 and below by x2y2z2=6. Include a screen shot.(b) Use the steps (5 stepa) we wrote in the video lecture notes "Volume Exampla Quection 1(a) Dre Desmos to sketch the solid boundad above by z=4-x2-y2 and below by x2+y2+z2=6. Include a screan shot.(b) Use the steps (s steps) we wrote in the video lecture notes * Volume Example 4 Comparison " to Calculate the volurese of the solid.plense note unlast steps are caritien exoetly as in the vortas and oll the dersers of your colculation is included in your solution, you will not recaive credit even if youn answier is correct.Also be sure to explain in detwil how you datermine the limeits!Question 2(a) sketch by hand x2+y2+z2=16 and the plane z=2 in one gruph.(b)D is the solia bounded below by the plare and above by the ball in part (a). Use the spericial coordinates and the steps outlined in Example video lecture notes to evaluate:Dz(x2+y2+z2)22dvPlease note unlass steps are wortiten exactly as in the notes and all the detrais of your colculation is included in your solution, you will not recaire credit eren is youn answer is comect.Also De sure to expluin in tetail how you determine the limits!Hint: use the conversion formulas to find the linits of "p" & ".