Answer:
0.413 s
Explanation:
The time it takes the fly to move through an angle of [tex]\theta = 2.6[/tex] rad at a rate of [tex]\omega = 6.3 [/tex]rad/s is the result of the angle divided by its angular speed, which is
[tex]t = \frac{\theta}{\omega} = \frac{2.6}{6.3} = 0.413 s[/tex]
Answer:
2.423 s
Explanation:
For angular motion,
ω = dθ / dt
Where;
ω = angular speed (rad/s),
θ = the radial distance (in rads),
and t = rate of change of the motion (s).
Given:
ω = 6.3 rad/ s
θ (radians) = 2.6 rad
t = ω/θ.
= 6.3/2.6
= 2.423 s.
