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Learning Task 1: Directions: Find each measurement indicated. 1 item is done for you. Select your answer from the box Example: Find BC # = 1809 - (61" + 30") = 25 7 52" ASA CASE . Apply Law of Sine 26.1 393 137 BC- BC = BC = 7 1. Find meA 2. Find mcc 3. Find AC 4. Find BC 5. Find mLB 25 12 20 17 1.H 20 28 30 14 CLEARNING TASKS 2: Answer the if questions below. Write your answer in your answer sheet. 1. Find the six trigonometric ratios of this figure. Given ZA . Write your answer in simplest form. 1. Sin A = 4. CSC A = 2. COS A = 5. Sec A = 3. fan A = 6, cot A = 2. Solve for the value of the missing side and find the trigonometric ratios of the following a. sin T d. cos Y b. sec T e. csc Y c tan Y RLEARNING TASKS 5: Complete the table on the left. You may use your calculator or refer to the table on Illustrative Example 1. Describe what pattern or relationship do you see to help you remember and understand the ratios easier. Consider the following questions and write your answer inside the box. TRIGONOMETRIC RATIOS OF SPECIAL RIGHT TRIANGLE Angle 30 45 60 Which functions and angles share the same values? (e.g. sin30*=cos60*=1/2) Sin 8 Cos e Tan 8 Which functions and angles share reciprocal values? Sec 8 (e g. sin309=1/2 and csc30*=2 ) Csc 8 Cot eLearning Task 3: Directions: Solve the following problems using the four steps method. 1. During a figure skating routine, Jackie and Peter skate apart with an angle of 153 between them. Jackie skates for 5 meters and Peter skates for 7 meters. How far apart are the skaters? 2. Airplane A is flying directly toward the airport which is 20 miles away. The pilot notice airplane B 45* to his right. Airplane B is also flying directly toward the airport. The pilot of airplane B calculates that airplane A is 50" to his left. Based on the information, how far is airplane B from to the airport? 3. A triangular lot has dimensions 20 m, 31 m, and 38 m. Find the angles at the corners of the property