1.Find the volume of the revolution solid generated by y= 3x2 - x3, from x=0 to x=3, on the x axis

2.Find  Integrals containing tangent desiccant powers and substitutions

Transcribed Image Text:

1. s tan³x √secx dx 2. - sec(3 x) dx 3. J sec²x tanx dx f tan²x dx 6. s dx (x² + 1)² x2 3 dx - X √3 1. s tan³x √secx dx 2. - sec(3 x) dx 3. J sec²x tanx dx f tan²x dx 6. s dx (x² + 1)² x2 3 dx - X √3

Answer rating: 100% (QA)

1 To find the volume of revolution we use the formula V upper bound lower bound fx2 dx W... View the full answer