The circle of circumstances of mitad of radius is 33/20 and the mitad of length is 44 banf

Question

Pi= 3.14 find theta the formula length=pi*r*tehta/180

Answer 1

First, we can calculate the radius (r) of the circle using the given information:

r = 33/20

Next, we are given the formula for calculating the arc length of a circle:

Length = π * r * θ / 180

Given that the length (L) is 44 and π is approximately 3.14, we can plug in the values and solve for θ:

44 = 3.14 * (33/20) * θ / 180

44 = 3.14 * (33/20) * θ / 180

44 = 3.14 * 33 * θ / (20 * 180)

44 = 3.14 * 33 * θ / 3600

Multiplying both sides by 3600:

44 * 3600 = 3.14 * 33 * θ

158400 = 103.62 * θ

Dividing by 103.62:

θ ≈ 1525.48

Therefore, the value of θ is approximately 1525.48 degrees.