Q17) Let ABCD be a convex quadrilateral in E.G. and let O be an interior point of ABCD. If E, F, G,H are the midpoints of the sides AB,CB,CD, AD simultaneously. Assume the areas of the polygonal regions AEOH, EBFO, FCGO and GDHO are a,,y and ß simultaneously. Then:

Q: Prove that for any two points A and B, line segment AB = line segment BA

A: To prove that for any two points A and B, line segment AB = line segment BA.

Q: Let c1= ((c1x,c1y), r1) and c2= ((c2x,c2y) , r2) be two circles and p = (px,py) be a point. Decide…

A: As per the above, we aim to determine the relationship between a point and two given circles, and…

Q: Given: AABC with vertices A(-6,-2), B(2,8), and C(6,-2). AB has midpoint D, BC has midpoint E, and…

A:

Q: 26. Which of the following planes are identical, which are parallel to each other, and which are…

A:

Q: 30. Given: AACD is isosceles with ZD as the vertex angle. B is the midpoint of AC. AB = x + 5, BC =…

A:

Q: Q6) If the point A, B, C are .collinear then AB.BC = 0 F

A:

Q: Given a point P := (30, 24, 9) and a plane 2x + 2y + z =-12, let D be the distance from P to this…

A:

Q: In triangleRST, the medians are RM, SN, and TP. If RM = 9, SN = 12, and TP = 16, find the distance…

A: median of the triangle

Q: 3. Find the area of the rhombus. dl (2x +2) cm d2 (6x + 8) cm

A: As we know that the area for a rhombus when the p and q are the diagonal is:- A=pq2

Q: Let ABCD be a convex cyclic quadrilateral with perpendicular diagonals such that ∠ABC=45∘, BC=5, and…

A: To find the area of the convex cyclic quadrilateral ABCD, we can use the following formula derived…