Q$1[$Type B$]$: The $20$ kg crate slides down a smooth slope from rest. Find the speed of the

crate when it reaches the bottom of the slope. Identify all methods that can be used to

analyze the question and present the full analysis of the question using one method.

USASK RE$-$ENGINEERED First Year Engineering

Q$2[$Type B$]$: The $65$ kg man slides down a smooth track from $5$ m above the ground.

Initial speed of the man is $0.$ What is the maximum speed of the man?

USASK RE$-$ENGINEERED First Year Engineering

Q$3[$Type B$]$: The $65$ kg man slides down a smooth track from $5$ m above the ground.

$1)$ If $=2,$ determine the speed of the man at A$.$

$2)$ If the man has a speed of zero at B$,$ determine the value for $.$

USASK RE$-$ENGINEERED First Year Engineering

Q$4[$Type C$]$: The $65$ kg man slides down the smooth track from rest. Part of the track is

a circle in the vertical plane with a radius of $2$ m$.$ Determine the minimum value of h so

that the man can pass the highest point of the circular path and his speed when he

finishes the whole track and slides down to pass point A on the ground.