54. Let D be the region bounded below by the cone z = Vx² + y? and above by the plane z = cal coordinates that give the volume of D using the following or- ders of integration. 1. Set up the triple integrals in spheri- а. dp dф d® b. do dp d0

Q: :A)Evaluate the volume enclosed by the function z = x + y² and the region bounded by x = y² and x =…

A: Given that: z=x+y2 and region bounded by x=y2 and x=y3. The objective is to determine the volume.…

Q: Find the "Volume" of the given "Solid". Express the Integration Domain. Under the plane (4x - 12y -…

A: Given That : A plane of equation 4x-12y-z=0 and region encloses by two curves y=x227 and x2=9y2. To…

Q: write an above Z=X Integral far the Solid x*+y? and è= Tx?. in dzdrdo and dz dydx

A:

Q: 1.Solve the following polynomial equations.  a)  2X3+1=x2+2X

A:

Q: Find the volume of the region under the surface z = xy² and above the area bounded by x = x + y = 2…

A:

Q: B- Find the area of the region bounded by y -x, y? x, and circle r = 2 By used Double integral.

A: Given: y=-x and y2=x from the above the we get x2=xx2-x=0⇒x(x-1)=0⇒x=0  and x=1