FIND THE VOLUME OF THE SOLID GENERATED BY REVOLVING THE FOLLOWING CURVES 1. y = x2 + 3 AROUND THE X-AXIS AT x = 0 TO x = 1. 2. y = x2 - 4x + 5 AROUND THE X-AXIS AT x = 1 TO x = 4. 3. THE AREA BOUNDED BY y2 = 8x AND ITS LATUS RECTUM x = 2 AROUND THE X-AXIS. 4. THE AREA BOUNDED BY y = Vx AND x = 8 AROUND THE X-AXIS. 5. THE AREA BOUNDED BY y = x3 AND x2 = y3 AROUND THE Y-AXIS. FIND THE LENGTH OF THE FOLLOWING CURVES 6. y = x3/2, 0