Respuesta :
1. You can solve this problem by applying the formula for calculate the arc length of a circle, which is shown below:
s=θr
s is the arc lenght of the arc.
θ is the central angle (θ= 7π^4 radians).
r is the radius of the arc (r=6 m).
2. When you substitute these values into the formula for calculate the arc lenght, you obtain:
s=θr
s=(7π^4 radians)(6 m)
s=(7(3.14)^4 radians)(6 m)
s=4082.89 m
What is the arc length?
The answer is:4082.89 m
s=θr
s is the arc lenght of the arc.
θ is the central angle (θ= 7π^4 radians).
r is the radius of the arc (r=6 m).
2. When you substitute these values into the formula for calculate the arc lenght, you obtain:
s=θr
s=(7π^4 radians)(6 m)
s=(7(3.14)^4 radians)(6 m)
s=4082.89 m
What is the arc length?
The answer is:4082.89 m
Answer:
The correct answer is 32.97 m.
Step-by-step explanation:
Verified by correct test results.