Trigonometric Ratios and Right Triangles
105 resources created by 102 users
This Trigonometric Ratios and Right Triangles page on GoConqr gathers community-made mind maps, quizzes, flashcards and notes on right-triangle sides, sine, cosine and tangent. It is for school students practicing ratios and finding angles, and teachers looking for ready-made material. The page has over 100 resources, including more than 40 mind maps, for secondary-level study. Start with a map, then try a quiz.
Trigonometric Ratios and Right Triangles
Top Trigonometric Ratios and Right Triangles resources
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26 nodes5.1 Trigonometric Ratios of Acute angels SOH CAH TOA can only ... · How to solve · Additional information:
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16 nodesTrigonometry Labeling the sides of... · The trigonometric ratios · True Bearings · 3D Problem Solving
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25 nodesSin Cos Tan Sin = SOH · Cos = CAH · Tan = TOA · Using Trig. to find A... · Using Trig. to find M... · Trigonometry gives us...
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3 cardsTrigonometry Basics Trigonometry is about right-angled triangles (90°). There are names for each side of the triangle: The hypo...
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6 cardsSOHCAHTOA What is SOHCAHTOA?
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5 questionsSin Cos Tan Where is the adjacent
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16 cardsGrade 10 IB - Math - Trig What is the main concept of trigonometry to relate angles with sides of a triangle?
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11 questionsChapter 8: Right Triangles and Trigonometry For this question, you ONLY use geometric mean and Pythagorean Theorem.
Quizzes
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5 questionsSin Cos Tan Where is the adjacent
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11 questionsChapter 8: Right Triangles and Trigonometry For this question, you ONLY use geometric mean and Pythagorean Theorem.
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10 questionsTRIGONOMETRY 1. If x and y are complementary angles, then
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4 questionsTrigonometry Which of the following is the cosine of A?
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8 questionsSolve the Right Triangle with Trig Solve each triangle. Round answers to the nearest tenth.
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6 questionsTrigonometry: Maths Diagnostic Maths Diagnostic
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25 questionsTrig- General MCQ-Nobodoot 1.If cosθ=1/2, thenn cotθ=?
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5 questionswork shop ( EVALUATION) if cos A= 12 / 13 the find the value of ( 26 cos A +13 sin A)
Mind maps
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26 nodes5.1 Trigonometric Ratios of Acute angels SOH CAH TOA can only ... · How to solve · Additional information:
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16 nodesTrigonometry Labeling the sides of... · The trigonometric ratios · True Bearings · 3D Problem Solving
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25 nodesSin Cos Tan Sin = SOH · Cos = CAH · Tan = TOA · Using Trig. to find A... · Using Trig. to find M... · Trigonometry gives us...
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36 nodesTRIGONOMETRY 1.Trigonometric ratio... · 2.Basic trigonometric... · 3.Using a calculator ... · 4.Solving right-angle... · 5. Solving oblique tr... · 6.Trigonometric ratio...
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28 nodesT1-3: Trigonometry Vocabulary · Types of trig ratios ... · Concept summary · Trig ratio equations
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22 nodes1_Trigonometry Trigonometry basics · Equations involved · Trigonometry functions · Angle identification
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25 nodesSin Cos Tan Sin = SOH · Cos = CAH · Tan = TOA · Using Trig. to find A... · Using Trig. to find M... · Trigonometry gives us...
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32 nodesTrigonometry Measures of Common An... · Pythagorean Theorem/I... · Signs of Angles in Qu... · Cofunctions · Special Triangles · Reciprocals
Flashcards
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3 cardsTrigonometry Basics Trigonometry is about right-angled triangles (90°). There are names for each side of the triangle: The hypo...
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6 cardsSOHCAHTOA What is SOHCAHTOA?
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16 cardsGrade 10 IB - Math - Trig What is the main concept of trigonometry to relate angles with sides of a triangle?
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23 cardsTrigonometry Part 1 Vocabulary Flashcards
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26 cardsTrigonometry What is Pythagoras Theorem?
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7 cardsUntitled
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5 cardsTrig ratios test x = 0 degrees
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5 cardsTrigonometry of angles θ = 0° or 0c
Flowcharts
Notes
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TRIG 1. it is always finding a missing side of a right angle triangle, but only lable TWO sides.2.it is impossible to do unless they give you an angle!3. the three worst words in maths are sin, cos and tan4. SOHCAHTOA (see...
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8.4 - 8.5 Notes 8.4- Sine, Cosine, and TangentSohCahToaSine Cosine Tangent Opposite Leg Adjacent Leg Opposite Leg Hypotenuse Hypotenuse Adjacent LegSin(A)=a/c Sin(B)=b/cCos(A)=b/c Cos(B)=a/cTan(A)=a/b Tan(B)=b/aPropertiesSin(A)=Cos(B...
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SOH CAH TOA SOH CAH TOA Find angle C. Give your answer correct to 1 dp. Answer We have been given the lengths of AC and BC and asked to find angle C. AC is adjacent to angle C. BC is the hypotenuse. So we use the formula: cos = a...
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Trigonometry Trigonometry Sine= oppositehypotenuse
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Geometric Reasoning Trigonometry Finding an unknown side If the unknown side is at the top of the fraction in the equation (sin = o/h. o is on the top), then you multiply it together with the equation being 'h sin(angle)' or 'h x sin(ang...
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Trigonometry - created from Mind Map Pythagorean Theorem Pythagoras was a Greek mathematician His theorem was: a² + b² = c² Trigonometric Functions Soh Cah Toa Sine Cosine Tangent sin(θ) = O ÷ H θ = sin⁻¹(O ÷ H) cos(θ) = A ÷ H θ = cos⁻¹(A ÷ H) tan(θ) = O...
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How to solve: Trigonometry How to solve: When solving trigonometry questions, you should label the three different sides: the hypotenuse, opposite and the adjacent. The hypotenuse is the longest side, the opposite is the side opposite the label...
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SOHCAHTOA Sine=opposite/hypotenuseCos=adjacent/hypotenuseTan=opposite/adjacentPythagorean theorem= a squared+b squared=c squaredUse special triangles to find missing sides45-45-90: n,n, hypotenuse: n root 330-60-90: short side:...
Slides
More Trigonometry topics
About Trigonometric Ratios and Right Triangles
GoConqr OriginalStart with the sides
Begin with the Trigonometry Basics flashcards to go over the hypotenuse, opposite and adjacent sides of a right triangle. Then look at the Sin Cos Tan mind map, which brings the side names and ratios together. The Trigonometry mind map also covers labeling sides, the ratios and finding angles, as well as the unit circle.
As you study, pay attention to the angle being used when identifying the opposite and adjacent sides. The Sin Cos Tan quiz includes a question about where the adjacent side is and another about the opposite-to-hypotenuse ratio.
Connect the ratios
The Sin Cos Tan mind map sets out SOH, CAH and TOA alongside the side ratios. Use it with the SOHCAHTOA flashcards, which ask what the acronym stands for and about the sine, cosine and tangent equivalents. The flashcards also include a question about the ratios for a triangle.
For a worked angle example, look at the SOH CAH TOA note. It identifies the adjacent side and hypotenuse before finding an angle. The Trig ratios test flashcards cover sine, cosine and tangent values for specific angles.
Use a map and quiz together
After studying the side names and ratios, try the Sin Cos Tan quiz. Return to the mind map of the same name when you want to check how the side ratios are organized. You can also use the listed Solve the Right Triangle with Trig quiz for further practice.
Teachers can use the maps, flashcards and quizzes as ready-made material for working through the topic with school students.
Explore the unit
This topic is part of the Trigonometry unit in Mathematics. Its resources let you move between side labels, ratios and questions about right triangles while staying within that unit. Choose a resource and work through it at your own pace.
Frequently asked questions
Which resource is a good place to start?
Start with the Trigonometry Basics flashcards if you want to review the names of the sides of a right triangle. Then use the Sin Cos Tan mind map to connect those names to sine, cosine and tangent. The Sin Cos Tan quiz offers questions on side labels and ratios.
What do the mind maps cover?
The listed mind maps cover labeling the sides of a right triangle, trigonometric ratios and finding angles. The Sin Cos Tan map sets out SOH, CAH and TOA with the side ratios. A Trigonometry mind map also includes the unit circle alongside right-triangle material.
Are these resources free to use?
Yes. Every resource listed on this page is free to open, study and take without an account. A free account can also save your quiz scores and lets you make your own quizzes, mind maps, flashcards and notes. The listed resources were made by GoConqr users.
Who are these resources for?
The resources are for secondary-level study. School students can use them to practice identifying sides, working with ratios and finding angles in right triangles. Teachers can browse the same page for ready-made maps, flashcards, notes and quizzes to use when covering the topic.