TYT-AYT Geometry Cones Circle and Circle Test-1 and Solutions …
In this page you will find saree sürüsü, çember sürüleri, çember ve daire 10th grade süzümlü sürüler, çeçeri sülerü ve çözümleri, çeçermı sızı sorleri, çırışlar dörtgeni ile ilgili çözümlü sorular, çırışlar dörtgeni soru ve çözülemer çüzümü solved questions are in place.
Question 1) O center circle [BE [BD; At point E and D [AC]; Equivalent to point F, m (AOC) = 9x, m (DBE) = 6y, 2x + 3y = 23 ° and x is the escape rate?
Soru 2) [ND]; At point F, circle B centered, [NK] [BD] upright, | NK | = | BC | = | CD | work; m (DBN) is an escape class?ecedir?
Question 3) [AE] circle at point C, | AB | = | BC |, m (CBA) = 30 °, m (AEB) = 50 °, m (BCD) = α if; α is an escape?
Question 4) The center of the semicircle, | AE | = | ED | = | DC |, the size of the CB arc is 36 °, m (BAE) = x if; What is the level of escape?
Question 5) In the circle in the figure, m (ACB) = 25 °, m (CBA) = 75 °, m (DBE) = α if; α is an escape?
Soru 6) ABCD foursome, [BA] [AD] ye dik, [BC] [CD] ye dik, m (CBD) = 55 °, m (CED) = 103 ° if; m (ADB) = x is the escape rate?cedir?
Question 7) Points A and C are equal to the center circle, [AO] [OD] is vertical, | AB | = 18 cm, | OA | = 6 cm; | ED | = x escape level?
Question 8) The C street of the CDOE curve in the figure is on the [AP] entrance of the central circle circle D, and E streets as well.
CIRCLES TEST-1 SOLUTIONS
Solution: In the center circle, [AO] and [CO] are the tooth openings of the triangle ABC. X = 7 ° if we group the four sides with the (-) given in the question with the ° hearing.
Solution: The equation is perpendicular to the hemisphere at the point of equilibrium. Since the hypotenuse is 2 floors of the vertical shore, the street in front of the vertical shore is 30 °. The two openings with a top opening of 30 ° are 75 °.
Solution: The two openings of the triangle are known to be the top openings.
Solution: In the half circle circle in the figure, the open dimensions of the arcs that are divided by the lengths are 3a + 36 ° = 180 °, a = 48 °. 2 = 66 °.
Solution: From the set of inner openings of the ABC triangle, the size of the opening A is 80 °.
Solution: If we draw a circle around 180 ° because the set of contradictory openings in the figure is four, the inclination will be four.
Solution: r = | OC | = 6 cm. The length of the two tangent pieces drawn in a circle from one point to the other is heard. CD | = 12-x will be x = 4 cm from the rectangle in the COD triangle.
Solution: The center circle is the hemisphere of the hemisphere. The hemispheres of the hemispheres are perpendicular to each other.