\fS W R V Given SW = 3, WV = 5, and SR = 6, find TV and TR in the isosceles trapezoid above. TV = and TR =A B 2 4 10 8 C 11 5 12 6 D E For the rhombus above, angle 1 is 48 degrees, find angles 2, 3, 5, and 8. angle 2 = degrees, angle 3 = I degrees angle 5= degrees, and angle 8 = degrees16 X 28 Given the rectangle above, find x and y. X =2 K/1 3 6 U 8 4 V Given angle 2 is 70 degrees, angle 4 is 30 degrees and SK = 15 units, find angle 1, angle 3 and segment KT in the rectangle above. angle 1 = angle 3 = and SK =N 125" E 97 115 85 Find the value of x and y in the pentagon above. X = I y =The measure of each exterior angle of a regular decagon is degreesI The sum of the interior angles of a dodecagon is degreesWhat is the value of the missing angle, y, in this triangle? 1210 1250 y = _Parallelogram LMNP is shown below. If MP = 16 cm and LN = 20 cm, then what is the length of MO? M N O P MO = _ cmParallelogram JKLM is shown below. What are the values of x and y? K 50 18 y +3 2xo J M X = _ y = -Given the length and width of rectangle QRST, what is the length of the diagonals TR and QS? 12 R 5 T S TR = _ QS =_\fFigure CREW is a rhombus. If CR = 17, RW = 16, and CO =15 find the following values. . O RE= RO=Given kite WXYZ, what is the length of XY? ROUND YOUR ANSWER TO THE NEAREST TENTH. X 3 W Y 5 Z XY =_