A park is rhombus in shape and two of its side measures (5x + 3)m and (9x-13)m. Find the perimeter of the park. illustration: Given: Asked: Formula: Solution: II. Trapezoid WIRE has legs WI and ER.. 1. If WIRE is isosceles and if mZ1 = 120, find mZW, m/R and m/E. m/W = m/R = m/E= III. Trapezoid ZOID has diagonals ZI and DO 1. If ZOID is isosceles and ZI = 15 cm, find DO. DO=. 2. If ZOID is isosceles and DO = 16.5 cm, find ZI. ZI= 2. If WI = ER, m/l = 6y - 60, and m/R = 3y + 30, find y and the measures of ZI and ZR. Show your solutions. IV. Consider kite KLMN. 1. Name the pairs of congruent and adjacent sides. 3. If ZI DO, ZD = (6x - 5) cm, and OI = (2x + 7) cm, find x, ZD and OI. Show your solutions. R 2. If KLMN is a kite, then what is m1? 3. If LM = 6, what is MN? 4. If KN= 10.5, what is KL? 5. If LN = 7 cm and KM = 13 cm, what is the area? D 6. If the area is 96 cm² and LN = 8 cm, what is KM? W K R L O E N M​