Please answer this all correctly

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Learning Task 3 Directions: Read and analyze the stated conditions for oblique triangles. Sketch the oblique triangle given the conditions and determine whether each oblique triangle will fall under Law of Sine or Law of Cosine . Item 1 is done for you as example. (1 point for the correct illustration and 1 point for correct classification) 1. Triangle ABC with two acute angles A and B and length of longest side c. Triangle ABC is under Law of Sine Note: Use any random values for known C- 10cm sidey's and use the symbol there "O," for known angles B 2. Triangle EFG with the length of the two sides and non-included obtuse angle. Triangle EFG is under 3. Triangle MNO with length of two sides and one included angle. Triangle MNO is under 4. Triangle STW with length of two sides and non-included acute angle. Triangle STW is under 5. Triangle XYZ with length of all sides . Triangle XYZ is underLearning Task 3 Directions: Complete the steps to find the value of the variable x . Step 1 and 2 are done for you. Write your answer on your answer sheet. 1. Find the length of the shadow 2. Find the height of the building ( x ) of the lamp post (x ) . Step 1: Draw Step 1: Draw Step 2: Tangent Step 2: Sine Step 3: Step 3: 100 m Step 4: Step 4: 10 ft Step 5: Step 5: Step 6 Step 6: 580 XLearning Task 4 Directions: Read and understand the problems below. Solve and write your solutions in your answer sheet. You may use your calculator. 1. A ladder that is 15 ft. long is leaning against the side of a building. If the angle formed between the ladder and the ground is 550 , how far is the bottom of the ladder from the base of the building? 2. An airplane took off from an airport and travelled at a constant rate and angle of elevation. When airplane reached an altitude of 500 m, its horizontal distance from the airport was found to be 245m. What is the angle, to the nearest degree, when the airplane rose from the ground?Learning Task 2: Directions: Find the remaining parts of a triangle ABC. Item 1 is done for you. Select your answer from the given box. 1. B = 60 38.210 6cm 68.06 cm 68.580 a = 10 cm. b = 14 cm 81.790 740 mac = 180" - (38.21' + 609) = 5.03cm 68.70 cm Sin A 81.795 60.420 89.97" 34.880 73.31' sin M = 10 em sin now 14 can sing sin A = 8.650Cm 14 on! 817 91.79 19.690 14.91cm 55.150 14 CM MA =sin '(0.186) = 38.21