Question

(1) XYZ Bow's mammoth. | | Let U be M, and increase OM to L so that OM = ML. (2) Draw a circle with radius equal to OM or ML centering M. This circle intersects the XYZ circle at the Y and Z points. Let y, l and z, l. Then, YL and ZL are the target tangents whose angle is 60 °. - Question 3 The length of the three arms of a triangle is 4 cm respectively. Mr. 5s Mr. And 6s. Mr. . Vick, draw the picture according to the information given. B. Draw the circumference of the triangle. (Drawing mark and | description required) c. Draw a tangent to the circle so that it is parallel to the third arm. (Drawing marks and descriptions. Required) 1. (Ch. B '1]. = Problem solving Problem 1, ABC triangle AB | = 4 cm, BC = 5 cm 4 cm / and AC = 6 cm O 5 cm [b] Suppose ABC is a triangle whose AB = 4 cm, BC = 5 cm and AC = 6 cm triangle has to be drawn. , Which passes through the three vertices A, B and C. The triangles of the triangles A, B, and the perpendicular bisectors of the AB and AC segments, respectively, draw NS and LM. The point O intersect. A, 0; yaega it. 0 is the center of a circle of radius equal to OA: draw. If the ring A, B and C of the triangle, and the brttatii nirneya transition of AABC.

Answer 1

Answer:

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