Let E be the region bounded by the cone, z = √√√√x² + y² and the hemisphere, z = √/100 – x² - y². Find the volume of E. 10- Volume 8- -10 Triple Integral Spherical Coordinates -5 X 5 10 -10 -0 -10 y (Note: The graph is an example. The scale and equation parameters may not be the same for your particular problem.)

Q: 3. Find the right triangle of largest area inscribed under the parabola y = 4 – r² with its base…

A: Given: y=4-x2 Vertex of the parabola will be at 0,4 and the points where parabola intersect the…

Q: 4. Find the volume of solid G bounded above the cone z = √3√x² + y² and below the sphere x² + y² +…

A:

Q: FIND THE AREA OF THE SURFACE FOR THE PORTION OF THE PARABOLOID Z = 49-x² - y² IN THE FIRST OCTANT

A: Formula: The surface area of the function z=fx, y over the region D is: SA=∫∫D1+zx2+zy2 dA The given…

Q: If the first-quadrant area bounded by the parabola y = 4 - x² will revolve about the x-axis, the…

A: Given curve, y=4-x2 Portion of given graph rotate around X axis in first quadrant, Therefore Put x=0…

Q: Sticky Chins' Ice Cream shop uses an ice cream cone that with a maximum radius of 1 inch and a…

A: