ࡱ> _ Nbjbj(( B8\B8\  zzzzz8<t8v^'>'' _7a7a7a7a7a7a7$9<7Ez' &&|''7zz 7((('Rzz_7('_7((r1 =3ZX(R2K770822=`(:2==3=32=z4t''('''''77('''8''''2=''''''''' > @: Florida MAFS-FSA Resource Purpose: Teachers should utilize the ExploreLearning published Teacher Guide and Student Exploration Sheet to teach the content of this standard. This document is a supplemental resource designed to help support teachers in preparing students for content and various computer-based question mechanisms on the Florida Standards Assessment. Guidelines: Below are select sample item stems from various sources, such as the Florida Department of Education (DOE). Teachers are encouraged to teach the standard/benchmark as recommended by their school district. Teacher may utilize the Suggested Lesson Sequence section in the ExploreLearning Teacher Guide and accompanying Student Exploration Sheet in teaching the content/concept. In providing practice for MAFS FSA, teachers can use the question stems and facilitate the use of the Gizmo through various modes. Gizmo suggestions have been made for each question stem for whole-class facilitation. Contact your Project Manager or Sales Executive for professional development opportunities, such as classroom modeling. FL MAFS Content StandardMAFS.912.G.-SRT.3.8 Use trigonometric ratios and the Pythagorean Theorem to solve right triangles in applied problems. MAFS.912.G.-SRT.3.6 Understand that by similarity, side ratios in right triangles are properties of the angles in the triangle, leading to definitions of trigonometric ratios for acute angles. MAFS.912.G.-SRT.3.7 Explain and use the relationship between the sine and cosine of complementary angles.ExploreLearning Gizmo HYPERLINK "http://www.explorelearning.com/index.cfm?method=cResource.dspDetail&ResourceID=346" Sine, Cosine, Tangent RatiosSample Item StemResponse MechanismGizmo Suggestions1. Lars rides a chairlift to the top of a mountain. The chairlift rises at a constant angle of 37. If the length of the chairlift ride is 1,392 m, what is the elevation gain from the base of the chairlift to the top? Draw a right triangle to model this problem and use the Gizmo to find sin 37. Show your work. Elevation gain: _______________ Equation Editor ResponseIntroduce the concepts of Sine, Cosine, Tangent by showcasing the Gizmo during whole class instruction. Build student understanding for the mnemonic device SOH-CAH-TOA found in the Teacher Guide see suggested lesson sequence section, Gizmo activity ELL adaptation. Complete activity A found in the Student Exploration Sheet by facilitating student usage of the Gizmo using a wireless mouse or interactive whiteboard, if available. Students may also complete the activity 1:1 or 2:1 using laptop carts, a computer lab, or BYOD. Debrief the answer to question 6 of Student Exploration Sheet activity A using the Student Exploration Sheet Answer Key.2. A 12-foot ladder leans against a building. The top of the ladder forms an angle of 19 with the top of the building, as shown. How high is the top of the ladder? To solve the problem, make a sketch, write an equation involving cosine, find the cosine value you need in the Gizmo, and solve for the unknown height. Show your work below. Height of the top of the ladder: ______________________ Equation Editor ResponseExtend student learning (previous Gizmo experience - activity A of the student exploration sheet) by completing activity B of the student exploration sheet. Upon completion, allow time for students to review answers from activities A and B in pairs. Emphasize the use of the length and angle measurement tools of the Gizmo. Debrief the answer to question 5 of Student Exploration Sheet activity B using the Student Exploration Sheet Answer Key. Use the Gizmo during a whole class mini-lesson/review on Sine and Cosine. Have students create a triple Venn Diagram Sine, Cosine, Tangent. At the conclusion of the mini-lesson, provide time for students to evaluate Sine and Cosine and fill in as much as they can on the Venn Diagram.3. Gabriella and her friends are going camping. She is helping her friend pitch the tent. The support wire needs to be at a 45 to the ground, and it is 8 ft long. How far away from the base of the tent does she need to place the stake for the support wire? Choose the appropriate trigonometric ratio to solve the problem and justify your answer with an explanation. Open Response Allow time for students to work independently or in pairs to problem solve the question stem. Once students have problem solved on paper, students can use the Gizmo to recreate the problem and check their work. Start by selecting the Cosine Gizmo tab. Then use the angle slider to set the appropriate angle degrees. Click and drag point C to make the support wire as close to 8 units as possible (8.01). Select the Show side lengths and Show cosine computation Gizmo options to extend the learning opportunity. Use the measurement tools when possible and associated color coding of the Gizmo (adjacent = green, hypotenuse = purple, opposite = red).4. Joseph is measuring a tree. He walks 15.3 m from the base of the tree, lies on his stomach, and measures a 25 angle of elevation. What is the height of the tree? To solve the problem, write an equation using the correct trigonometric ratio, use the Gizmo to find the value you need, and solve for the unknown height. A. X H" 6.47 B. X H" 13.86 C. X H" 7.13 D. X H" 8.35Multiple Choice ResponseExtend student learning (previous Gizmo experiences - activities A and B of the student exploration sheet) by completing activity C of the student exploration sheet. Upon completion, allow time for students to review answers in pairs. Emphasize the use of the length and angle measurement tools of the Gizmo. Debrief the answer to question 5 of Student Exploration Sheet activity C using the Student Exploration Sheet Answer Key. As an informal assessment, provide time for students to ad onto and complete the triple Venn Diagram they previously created. Name: ______________________________________ Date: __________________ Period # ___________ MAFS-FSA Student Task Sine, Cosine, Tangent Ratios MAFS.912.G.-SRT.3.8 Use trigonometric ratios and the Pythagorean Theorem to solve right triangles in applied problems. MAFS.912.G.-SRT.3.6 Understand that by similarity, side ratios in right triangles are properties of the angles in the triangle, leading to definitions of trigonometric ratios for acute angles. MAFS.912.G.-SRT.3.7 Explain and use the relationship between the sine and cosine of complementary angles. Math Tasks (Begin by exploring the Gizmo. Utilize the Gizmo to answer questions below.)  Lars rides a chairlift to the top of a mountain. The chairlift rises at a constant angle of 37. If the length of the chairlift ride is 1,392 m, what is the elevation gain from the base of the chairlift to the top? Draw a right triangle to model this problem and use the Gizmo to find sin 37. Show your work. Elevation gain: A 12-foot ladder leans against a building. The top of the ladder forms an angle of 19 with the top of the building, as shown. How high is the top of the ladder? To solve the problem, make a sketch, write an equation involving cosine, find the cosine value you need in the Gizmo, and solve for the unknown height. Show your work below. Height of the top of the ladder: ___________  Gabriella and her friends are going camping. She is helping her friend pitch the tent. The support wire needs to be at a 45 to the ground, and it is 8 ft long. 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