# Circle string calculator

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**STRINGS**.

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**calculator**is a versatile

**calculator**and is programmed to find area moment of inertia and centroid for any user defined shape. Find moment of inertia for I section, rectangle,

**circle**, triangle and various different shapes. The area moment of inertia can be found about an axis which is at origin or about an axis defined by the user. After we have found the acceleration of the system, we can use Newton's Second Law of Motion again to calculate the system's rope or

**string**tension. To do this, multiply the acceleration by the mass that the rope is pulling. For T₂, its free-body diagram shows us it is only responsible for the mass of m₂, we can say that T₂ = a * m₂.

**calculation**. The

**string**unwinds until it points straight up. A semi-

**circle**. The

**string**winds back onto the wheel. Part 1 and part 3 trace out equal area. Part 1: Let $(\cos\theta,\sin\theta)$ be the point where the

**string**is starting to pull away from the wheel. let (x,y) be the endpoint of the

**string**.

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**calculate**a

**circle**’s circumference, we need to know either its diameter or its radius. We then use the appropriate value in this equation: C = 2 π r (where “ r ” represents radius, of course). Ex. Find the circumference of this

**circle**: r = 10 units 2 = 5 units. C = 2 π r = 2 π × 5 = 10 π units. Q.

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**calculators**related to circular segment: segment area

**calculator**, arc length

**calculator**, chord length

**calculator**, height and perimeter of circular segment by radius and angle

**calculator**. Circular segment Circular segment - is an area of a "cut off"

**circle**from the rest of the

**circle**by a secant (chord).