AABC is an isosceles right triangle with hypotenuse AC of length 2V2. If medians AD and BE intersect at M, find AD and AM.

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 the points A(4, 6), B(r, 7), C(6, s). If B is the midpoint of AC, find the value of rand the…

A: Given: The points are A-4, 6, Br, 7 and C6, s. The midpoint of two points a, b and c, d is a+c2,…

Q: If GK =t+ 21 and IK = 3t - 21, find the value of t in parallelogram GHIJ. %3D I H. K t =

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Q: Decide if the following points form a right triangle by using the side lengths and the Pythagorean…

A: J(1,5)K(1,-2)L(5,-2)

Q: If GHJ is an equilateral triangle, GH=5x-13, HJ=11x-61,  and GJ=7x-29, find x and the measure of…

A: Equilateral triangle GHJ can be drawn asGH=5x-13HJ=11x-61GJ=7x-29

Q: (b) Test if the points A = (5, 2), B = (-3, 3) lie inside, outside or on the circle (x-1)2+(y-5)² =…

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Q: Draw the circle (x - 3) ² + (y + 3) = 4. |

A: Use centre and radius to draw circle

Q: OQ. D. OQ = 4x-2 x+10

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Q: A. Identify the hypotenuse of each right triangle. B. Draw AXYZ with ZZ a right angle. The…

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Q: egular hexagon. Find the value of x.

A: Given fig is a hexagon, which have  six sides First we can calculate external angle then internal

Q: 3) Consider the right triangle and find x: 6 X 5

A: Let,hypotenuse  : c = 6perpendicular  : a = 5base : b = x

Q: An airplane makes a trip from city L to city P, which is located 213 km away from city L and on the…

A: From city L to city P, distance is 213 km, the course 148⁰. And From city P to city F, distance is…

Q: quadrant

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Q: Find the angle at which the circle  x2+y2 +x+y=0 and x2 +y2 + x-y=0 intersect.

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Q: Find the distance between the following two points: (10, 1) and (9, -4)

A: Given Find distance between (10,1) and (9,-4)

Q: Show that the two triangles are similar. AWXZ and AZXY 24

A: Use angle angle angle(AAA) to prove similar

Q: Find the area of a triangle PQR, where P = (6, -5, - 4), Q = ( – 5, 2, 6), and R = (4,5, — 1)

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Q: Find the angle at which the circles x2 +y2 +x+y=0 and x2 +y2 +x-y=0 intersect.

A: The angle of intersection of the two circles is given by cosθ=r12+r22-C1C22r1r2where r1 and r2 are…