a hollow cylinder rolls and slides down an inclined plane with 40 degrees, acceleration? - Wolfram|Alpha
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Assuming "40 degrees" refers to slope angle | Use critical sliding angle instead
radius:  

Input information:

link to /input/?i=40+degrees&lk=1link to /input/?i=40+degrees&lk=1link to /input/?i=10+centimeters&lk=1link to /input/?i=10+centimeters&lk=1
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Result:

link to /input/?i=3.152+meters+per+second+squared&lk=1link to /input/?i=3.152+meters+per+second+squared&lk=1link to /input/?i=3.152+meters+per+second+squared&lk=1link to /input/?i=3.152+meters+per+second+squared&lk=1link to /input/?i=10.34+feet+per+second+squared&lk=1link to /input/?i=10.34+feet+per+second+squared&lk=1link to /input/?i=10.34+feet+per+second+squared&lk=1link to /input/?i=10.34+feet+per+second+squared&lk=1link to /input/?i=315.2+centimeters+per+second+squared&lk=1link to /input/?i=315.2+centimeters+per+second+squared&lk=1link to /input/?i=315.2+centimeters+per+second+squared&lk=1link to /input/?i=315.2+centimeters+per+second+squared&lk=1
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Schematic:

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Acceleration vs. slope angle:

Framelink to /input/?i=radians&lk=1link to /input/?i=meters+per+second+squared&lk=1link to /input/?i=meters+per+second+squared&lk=1link to /input/?i=meters+per+second+squared&lk=1
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Equation:

link to /input/?i=9.807+meters+per+second+squared&lk=1link to /input/?i=9.807+meters+per+second+squared&lk=1link to /input/?i=9.807+meters+per+second+squared&lk=1link to /input/?i=9.807+meters+per+second+squared&lk=1
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Download full output as:

CDF  PDF
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