Chapter 1 Geometry Review
 B is the midpoint of AC and AC = 18 in.  Find the value of x and the length of BC.ABC = x = 2xAC = 18BC Find the length of the hypotenuse of the right triangle.round to the nearest tenth.Ax = x?7B5C Find the length of segment AB using either the distance formulaor the pythagorean thm.AB = A(1, -2)(5, 1)B Find the coordinatesof the midpoint of segment ABmidpoint coordinates =Write as coordinates: example (1, 2)A(-2, 3)(2, 7)B Circumference = Find the Circumferenceand area of the circle.leave your answerin terms of piArea = ππd = 16 Find the perimeterand area of thetriangle.perimeter = Area = 4812 BT bisects ∡ABC, to form the angles with thegiven expressions.Find the value of xand the measureof ∡ABTm∡ABT = x = BoA(3x - 12)o(2x + 3)oCT Given the coordinates for segment AB, A = (-3, 2) and B = (4, 5).  Find the lengthof AB. (round to the nearest tenth)AB =  Coordinates of midpoint = Given the coordinates for segment CD, C = (-1, 6) and D = (4, 10).  Find the coordinates of the midpoint of CDwrite in coordinate form.  ex (1, 2) Find the perimeter and area of the rectangle.p = 4x + 6, A = 2x +6p = 2x + 6, A = x2 + 6 p = 4x + 6, A = x2 + 3xxx + 3
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