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Activity Question 1 In this activity, you will practice finding the side lengths and angle measures of various right triangles when given limited information. Go

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Activity Question 1 In this activity, you will practice finding the side lengths and angle measures of various right triangles when given limited information. Go to the right triangle solver @, and complete each step below. This activity will require careful planning of your calculations before you complete them. Be sure to think ahead. . Generate a new problem for each of the problem types listed in the table. You'll be choosing the unknown (what you're solving for) and the method to generate the problem. If the problem onscreen does not fit the required type, click the New Problem button until you get a problem that does fit. The program will determine when you've properly constrained a problem and then give you a relevant equation. At this point, review the information that you're given for the triangle and enter it in the appropriate column. Then enter the correct values into the equation onscreen by clicking on the correct parts of the triangle. Finally, determine your result. Solve for the unknown and enter your solution in the input window provided onscreen. Then paste a screenshot of your solution in the table. . Every triangle in this section is a right triangle, so you can assume that one of the angles of each triangle equals 90* as part of your given information. BIYXX , 10pt Solving for Given Method Screenshot acute angle one acute angle sum of angles side two sides Pythagorean Theorem acute angle hypotenuse and length of leg opposite the unkown angle definition of sine side one acute angle and length of leg opposite the angle definition of sine acute angle hypotenuse and length of leg adjacent to the unkown angle definition of cosine side one acute angle and length of leg adjacent to the angle definition of cosine acute angle lengths of legs opposite and adjacent to the unkown angle definition of tangent side one acute angle and length of leg opposite the angle definition of tangent Characters used: 641 / 15000

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