The acceleration of a flat-faced follower when it has contact with the flank of a circular arc cam, is given by
A
$${\omega ^2}{\text{R}}\cos \theta $$
B
$${\omega ^2}\left( {{\text{R}} - {{\text{r}}_1}} \right)\cos \theta $$
C
$${\omega ^2}\left( {{\text{R}} - {{\text{r}}_1}} \right)\sin \theta $$
D
$${\omega ^2}{{\text{r}}_1}\sin \theta $$
Correct Answer: $${\omega ^2}\left( {{\text{R}} - {{\text{r}}_1}} \right)\cos \theta $$