Behaviour being used: Adaptive mode
Minimum fraction: 0
Question summary: Del triángulo cuyos vértices son los puntos A(3,5), B(-7,7) y C(-2,-2), determina lo que se te pide. #dib a) Coordenadas del punto medio del lado: [stack A B with bar on top] : ([x subscript m subscript stack A B with bar on top end subscript end subscript] ,[y subscript m subscript stack A B with bar on top end subscript end subscript]) = (_____,_____) [stack A C with bar on top] : ([x subscript m subscript stack A C with bar on top end subscript end subscript] ,[y subscript m subscript stack A C with bar on top end subscript end subscript]) = (_____,_____) b) Pendiente del lado [stack A B with bar on top] : [m subscript stack A B with bar on top end subscript] =_____ y [stack A C with bar on top] : [m subscript stack A C with bar on top end subscript] =_____ c) Longitud del lado [stack B C with bar on top] =_____ d) Ecuación de las Mediatrices (escrita en su forma "ordenada al origen") Para el lado [stack A B with bar on top] la [M e d subscript stack A B with bar on top end subscript] es : [y] =_____ Para el lado [stack A C with bar on top] la [M e d subscript stack A C with bar on top end subscript] es: [y] =_____ e) Finalmente de la Circunferencia, encuentra: El Circuncentro : C(_____,_____), el valor del radio : r =_____ Y selecciona la ecuación que le corresponde: {(x+27/22)^2+(y-95/22)^2=9805/242; (x-95/22)^2+(y+27/22)^2=9805/242; (x+99/40)^2+(y-29/8)^2=25493/800; (x-29/8)^2+(y+99/40)^2=25493/800; (x+99/40)^2+(y-29/8)^2=25493/800}
Right answer summary: part 1: -2; part 2: 6; part 3: 1/2; part 4: 3/2; part 5: -1/5; part 6: 7/5; part 7: 106^(1/2); part 8: 5·x+16; part 9: -5/7·x+13/7; part 10: -99/40; part 11: 29/8; part 12: (-99/40,29/8)-(3,5); part 13: (x+99/40)^2+(y-29/8)^2=25493/800
Question state: todo