ILLUSTRATION NO. Find the coordinates of the midpoint (M of the segments given the following endpoints. a (4₁-6), (8,4) b. (~8,6), (2₁0) = (x+y₁ x-4), (x₁Y) C. d. (ovo. 3). (√₂, ²3) 8 5

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A: Here we have to find the area inside the curve defined by r = 1 + cos(θ).

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A: we know sum of interior angle of side n polynomail is sum=(n-2)180°m∠A+m∠B+m∠C+m∠D=(4-2)180°

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A: Sun of angles of pentagon = 540  sun of angle of straight line = 180

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A: (x-3)2+(y-8)2=100

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A: In the diagram, DE¯ is parallel to AB¯. Let DC = 15, AC = 27, and CE = 12.5

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A: Please see the below picture for detailed solution.

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A: Solution: This is a problem related to geometry. Please follow the procedure given below.

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A: As per the properties of secant of a circle if two secants AC and AE intersect outside the circle…