Calculus

Compute the volume of the following solid, and round off answer to 2 decimal places. 51 7 = 5 -y C z = 1+x2 -2 4 X VFind the volume of the solid bounded by (x - 1)2 + y = 1 and z? = x + y above the xy-plane as in the figure below. Round off answer to 2 decimal places. ZA XFind the volume of the following solid. Round off answers to 2 decimal places. Z = 4 - 4 (x2 + 2) z = (x2 + 2) 2 -1Set up the triple integral in cylindrical coordinates to find the volume of the solid that bounded below by the paraboloid z = x2 + y and above by the sphere x + y- + z = 2. O none of these above rdzardo 12 - 12 razdrde 2 -12 rdzarde D Question 16 4 pts What does the following triple integral describe? 4 sin & cos 0 p' sin d doddde O mass of a quarter of a solid ball of radius 2 O mass of a solid ball of radius 2 O mass of half of a solid ball of radius 2 O volume of a solid ball of radius 2 O volume of half of a solid ball of radius 2 volume of a quarter of a solid ball of radius 2D Question 19 4 pts Find the mass of the following object. Density = 2 - - a (x, y, Z ) X O 5na3 6 O 5Ta3 3 O 5na3 2 O none of these aboveWhich step has the error if any? M = VI+ x + y adzdydx steps region Dis half of a disk use cylindrical coords = 1 T/ 2va J_, Vitr de ( rdrd8 ) I steps seperate each integral T/2 ( step 3 u-sub for modde integral = IT ( 12 ( 17 +2 ) 3/2 / 202 /3 1 steph 2 step 5 - 31 (27 - 1 ) = 139 1 O step1 no error step5 O step6 O step4 O step3 O step2