$[-/1$ Points$]$

DETAILS $$ OSUNIPHYS$111\mathrm{.}1.$P$\mathrm{.}031.$

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A solid cylinder rolls up an incline at an angle of $23.$ If it starts at the bottom with a speed of $14\frac{m}{s},$ how far up the incline does it travel? $($Give the distance in meters along the incline that the cylinder travels before stopping. Assume the cylinder rolls without slipping.$)$

m

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$9.[-/1$ Points$]$ MY NOTES OSUNIPHYS$111\mathrm{.}1.$P$\mathrm{.}033.$

A hollow cylinder is given a velocity of $4\mathrm{.}4\frac{m}{s}$ and rolls up an incline to a height of $1\mathrm{.}98$ m $.$ If a hollow sphere of the same mass and radius is given the same initial velocity, how high $($in m $)$ does it roll up the incline? $($Assume both objects roll without slipping.$)$

$q,$ m

$+$

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