A parallelogram has side of length 15.8 cm and 11.1 cm. The longer diagonal has length...
core:0 of 1 pt X7.3.41 A parallelogram has sides of length 151 ㎝ and 167 cm The longer diagonal has length 24 4 ㎝ Find the angle opposite the longer diagonal What is the degree measure of the angle opposite the longer diagonal? (Round to the nearest tenth as needed ) 15 of 21 (15 complete) HW Score: 64 29 Qu
A parallelogram has sides of length 25.9cm and 32.5cm. The longer diagonal has a length of 57.8cm. Find the angle opposite the diagonal. Show all work.
1.2.59 A ship is sailing east. At one point, the bearing of a submerged rock is 47°20After the ship has sailed 16.7 mi, the bearing of the rock has become 305 40 Find the distance of the ship from the rock at the later point The distance ism Do not round until the final answer. Then round to the nearest tenth as needed) 1.2.63 A parallelogram has sides of length 15.3 cm and 5.4 cm. The longer diagonal has length...
4. The sides of a parallelogram are 14 feet and 10 feet. The longer diagonal CB is 18 feet, find the length of the shorter diagonal. Step 1: Diagram (scale) Step 2: Use the Law of Cosines in CAB to determine <CAB A 14 feet 0 10 feet Step 3: Calculate <ACD and <ABD (opposite angles of a parallelogram are equal) [Hint: Adjacent angles in a Parallelogram are supplementary.] Step 4: Connect AD, the shorter diagonal Step 5: Use the...
A rhombus has an angle measure of 120, and its longer diagonal has a length of 10 inches. Find the area of the rhombus.
A parallelogram has sides of lengths 6 and 4, and one angle is 43°. What is the length of the smaller diagonal? What is the length of the longer diagonal?
A SIDE AND A DIAGONAL OF A PARALELOGRAM ARE 12 INCHES AND 19 INCHES RESPECTIVELY. THE ANGLE BETWEEN THE DIAGONALS, OPPOSITE THE GIVEN SIDE IS 124 DEGREES. FIND THE LENGTH OF THE OTHER DIAGONAL
Diagonals of parallelogram are 6 and 8 cm. If one side is 5 cm. Find: a) Area of parallelogram b) Perimeter c) Angle D
prove this theorem Theorem 10.25. Every parallelogram has the following properties. (a) Each diagonal cuts it into a pair of congruent triangles. (b) Both pairs of opposite sides are congruent. (C) Both pairs of opposite angles are congruent. (d) Its diagonals bisect each other.
11) Find the length of a diagonal (DB) of the cube, each of whose side is 10cm. Leave your answer in simplest radical form 10 cm B