19. A square section ABCD has one of its sides equal to x. Point E is inside the square forming an equilateral triangle BEC having one side equal in length to the side of the square. Find the angle AED. A. 130° B. 160° C. 150° D. 140°

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Q: 9. Find the angle with least positive measure coterminal with-180°. b.180° a.270° c.-270° d.-90°

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A: We can make it easier for you.

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A: Given:- C=84°30', a=17, b=22 To find:- Area of triangle satisfies given conditions

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A: Radius of the given circle is 10 inchesCentral angle is 60°

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A: Observing from given figure and applying midsegment rule we have

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Q: If P, B, and O are midpoints of the sides of the triangle, find LM. LM = 25 12.5 25 50 40

A: given,

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Q: List the side lengths of ABCD in order from smallest to largest. 3v v+52° v+23°

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A: Statement: Let a right angled triangle ABC, where B is right angled and we have to prove:

Q: 2. Which equations are correct for the right triangle shown? b. s + ? a. r = s + ? d. s' = ? c. s +…

A: Since, the given triangle is a right-angled triangle with Hypotenuse=t, Perpendicular=r and Base=s.