Based on the statement and figure above answer the following: 1. Express h and the base b of the isosceles triangle shown in terms of θ and r. 2. Express the area of the isosceles triangle in terms of θ and r. Use trig identities as needed. 3. Describe what happens as n goes to infinity, (notice the polygon fills the circle, the angle θ goes to zero) 4. Use special limit rules to discuss your response, you may use any graphing tool to support your response.
Based on the statement and figure above answer the following: 1. Express h and the base b of the isosceles triangle shown in terms of θ and r. 2. Express the area of the isosceles triangle in terms of θ and r. Use trig identities as needed. 3. Describe what happens as n goes to infinity, (notice the polygon fills the circle, the angle θ goes to zero) 4. Use special limit rules to discuss your response, you may use any graphing tool to support your response.
Based on the statement and figure above answer the following:
1. Express h and the base b of the isosceles triangle shown in terms of θ and r.
2. Express the area of the isosceles triangle in terms of θ and r. Use trig identities as needed.
3. Describe what happens as n goes to infinity, (notice the polygon fills the circle, the angle θ goes to zero)
4. Use special limit rules to discuss your response, you may use any graphing tool to support your response.
Definition Definition Two-dimentional plane figure composed of a finite number of straight line segments connected to form a closed chain or circuit. A polygonal circuit's segments are known as its edges or sides, and the points where two edges meet are known as its vertices or corners.
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