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(Solved): I'd like to see lots of diagrams and velocity vectors. Play with concepts before you get bogged down ...



I'd like to see lots of diagrams and velocity vectors. Play with concepts before you get bogged down in the calculations! At the instant shown, link

OA

is rotating counter clockwise at

8ra(d)/(s)

. On the diagram a. Sketch the direction of

v_(A)

and calculate its magnitude. b. Sketch the direction of

v_(B)

Now off the given diagram, c. Sketch the vector showing the direction of

r_((A)/(B))

and state its magnitude d. Sketch the vector showing the direction of

v_((A)/(B))

(velocity of

A

pretending

B

is a fixed axis) a e. Write an expression (equation) of

v_((A)/(B))

as a function of the unknown

\omega _(ABD)

. f. Sketch the vector diagram of

v_(A)=v_(B)+v_((A)/(B))

g. Calculate

\omega _(ABD),v_(B)

, and

\omega _(BC)


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