Can there exist a AROS in which the trisectors of 20 intersect RS at D and E, with RD = 1, DE = 2. and ES = 4? Explain. %3D

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A: Given C1r=cosθ+1C2r=2cosθ

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A: The total length of the cardioid can be found by using the formula 2∫r2 + (drdθ)2dθ

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Q: Find the indicated power using De Moivre’s Theorem (a) (1−i)^10 (b) (√3−i)^−5

A: a). Given,

Q: A C O do O bo co ao CivicsCurriculumMa.pdf Open file ... P Type here to search B 近

A: We have to find the exterior angle

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Q: Find the area inside of the cardioid r = 3(1+ cos(4)) and outside of the circle r = cos(4). a)13m b)…

A: Given problem is :

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A: Note- Multiple questions are asked, I am answering the first question. Please repost for other.

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A: The detailed solution is as follows below:

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A: Two right angle triangle   ∆JKL  and  ∆KML KM = 6  And  JM = 8

Q: What is the area inside the cardioid r= 2(1+ cos(4)), outside the circle r = cos(4)? 23л 11T 217 a)…

A: According to the given information, it is required to find the area inside the cardioid.

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A: Given query is to find the value of z5 using De Moivre's theorem.

Q: Determine la solución general de 2 y"- 3 y' +4 y = 0.

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