Transcription of Chapter 1 Resource Masters - CVUSD Home
1 SCORE _____Chapter 173 Glencoe GeometryCopyright Glencoe/McGraw-Hill, a division of The McGraw-Hill Companies, 1 Test, Form 3 NAME _____ DATE _____ PERIOD _____1 AssessmentFor Exercises 1 3, use the figure at the five planes shown in the a line that is coplanar with AD and AB . midpoint of a line segment ABis (1, 2). Point Acoordinates are (3, 3) and point Bcoordinates are (x, 7).Find Exercises 4 and 5, usethe figure at the the length of A B . the precision for the measurement of A B . two possible lengths for C D if C,D, and Eare collinear,CE centimeters, and DE the length of R S if Sis between Rand T, the length of R S is 13 the length of R T ,RS 3x 3, and ST 2x yif AC 3y 5,CB 4y 1,AB 9y 12, and pointClies between Aand Exercises 9 and 10, use the coordinate grid at the the distance between Aand two possible coordinates of a point Don a line containing A B so that AD 14 ABCand CBDform a linear pair at the vertexpoint B.
2 Which three points A,B,C, and Dare collinear? 174 Glencoe GeometryChapter 1 Test, Form 3 (continued)NAME _____ DATE _____ PERIOD _____1 Copyright Glencoe/McGraw-Hill, a division of The McGraw-Hill Companies, yif Sis the midpoint of R T ,Tis the midpoint of R U ,RS 6x 5,ST 8x 1, and TU 11y all values of xthat will make Aan obtuse angle givenm A 12x m RSTif ST bisects RSUand SU bisects m 1 if 1 is complementary to 2, 2 is supplementaryto 3, and m 3 yifXW XZ ,Yis in the interior of WXZ,m WXY 6y 3, and m YXZ 4y the length of L M if ON is the bisector of L M and LN 3x Exercises 18 and 19, use the coordinate polygon ABCD with vertices A(4, 3),B(0, 3),C( 2, 2),and D( 5, 6). Then name polygon ABCDby its number ofsides and classify it as convexor concaveand the perimeter of polygon is baking a two-layered cake and each layer is in theshape of a cylinder.
3 The radius of the bottom layer is 5 in. andthe radius of the top layer is 3 in. Both layers are 2 in. the volume of the cake batter Darren needs to make a regular quadrilateral and a regular triangle havethe same perimeter. The sides of the triangle are 3 incheslonger than the sides of the quadrilateral. Find the lengthsof the sides of the quadrilateral and the 1 VUTRS(x 2y 1) (6x 9) (2y 5)
