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Solving Right Triangles | How to Find Sides and Angles of a Right Triangle | Trigonometry
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Solving Right Triangles | How to Find Sides and Angles of a Right Triangle | Trigonometry
Learn to find missing sides and missing angles of right triangles with the Pythagorean theorem, SOH CAH TOA, and Angle Sum Theorem
Grade 10 Math
Trigonometry Introduction.
In this video, I will show you how to find missing sides and angles of right triangles with the Pythagorean theorem, SOH CAH TOA, and Angle Sum Theorem.
FINDING SIDE LENGTH
There are 2 scenarios.
The first scenario is when you already know 2 sides, then you use the Pythagorean Theorem. The second scenario is when you only know 1 side, that's when you use the trigonometric ratios
_____________________________
Using Pythagorean Theorem:
The first step is to label these triangles. The side opposite to the right angle and the longest side is labeled as "c". Then label the other two sides as "a" and "b".
Then write down the formula and manipulate it to isolate the variable that you are solving for. Then plug in the numbers and calculate the variable.
_________________________
Using trigonometric ratios - SOH CAH TOA.
The first step is to label these triangles. The side opposite to the right angle and the longest side is labeled as the "hypotenuse". The side that is opposite to the angle given is the opposite side, and the remaining side is the adjacent side.
Then write down the information given in the question. Based on the information given, determine your trig ratio. Then manipulate the ratio to isolate the variable that you are solving for. Then plug in the numbers and calculate the variable.
Note: Do NOT use the second function key on the calculator when solving for side length. Only use that when solving for angles.
___________________________
FINDING ANGLES
There are 2 scenarios.
The first scenario is when you already know 2 angles, then you use the Angle Sum Theorem. Angle Sum Theorem states that the sum of all interior angles in a right triangle is 180°.
The second scenario is when you only know 1 angle, that's when you use the trigonometric ratios - SOH CAH TOA.
The first step is to label these triangles. The side opposite to the right angle and the longest side is labeled as the "hypotenuse". The side that is opposite to the angle that you need to find is the opposite side, and the remaining side is the adjacent side.
Then write down the information given in the question. Based on the information given, determine your trig ratio. Then manipulate the ratio to isolate the variable that you are solving for. Then plug in the numbers and calculate the variable.
Note: USE the SECOND function key on the calculator when solving for angles.
____________________________________________________________________
Playlists:
Grade 10 Math
Trigonometry Introduction
Grade 10 Chemistry
Grade 9 General Chemistry
Grade 9 Electricity Unit (Unit D)
Ionic vs. Molecular
Math 7 - Unit 2: Integers
Grade 7 Math
Organic Chemistry Introduction
Esters
Carboxylic Acids
Alcohols
Cyclic Compounds / Cycloalkanes
Alkenes
Alkanes
_________________________________________________________________________________________
Facebook:
Learn to find missing sides and missing angles of right triangles with the Pythagorean theorem, SOH CAH TOA, and Angle Sum Theorem
Grade 10 Math
Trigonometry Introduction.
In this video, I will show you how to find missing sides and angles of right triangles with the Pythagorean theorem, SOH CAH TOA, and Angle Sum Theorem.
FINDING SIDE LENGTH
There are 2 scenarios.
The first scenario is when you already know 2 sides, then you use the Pythagorean Theorem. The second scenario is when you only know 1 side, that's when you use the trigonometric ratios
_____________________________
Using Pythagorean Theorem:
The first step is to label these triangles. The side opposite to the right angle and the longest side is labeled as "c". Then label the other two sides as "a" and "b".
Then write down the formula and manipulate it to isolate the variable that you are solving for. Then plug in the numbers and calculate the variable.
_________________________
Using trigonometric ratios - SOH CAH TOA.
The first step is to label these triangles. The side opposite to the right angle and the longest side is labeled as the "hypotenuse". The side that is opposite to the angle given is the opposite side, and the remaining side is the adjacent side.
Then write down the information given in the question. Based on the information given, determine your trig ratio. Then manipulate the ratio to isolate the variable that you are solving for. Then plug in the numbers and calculate the variable.
Note: Do NOT use the second function key on the calculator when solving for side length. Only use that when solving for angles.
___________________________
FINDING ANGLES
There are 2 scenarios.
The first scenario is when you already know 2 angles, then you use the Angle Sum Theorem. Angle Sum Theorem states that the sum of all interior angles in a right triangle is 180°.
The second scenario is when you only know 1 angle, that's when you use the trigonometric ratios - SOH CAH TOA.
The first step is to label these triangles. The side opposite to the right angle and the longest side is labeled as the "hypotenuse". The side that is opposite to the angle that you need to find is the opposite side, and the remaining side is the adjacent side.
Then write down the information given in the question. Based on the information given, determine your trig ratio. Then manipulate the ratio to isolate the variable that you are solving for. Then plug in the numbers and calculate the variable.
Note: USE the SECOND function key on the calculator when solving for angles.
____________________________________________________________________
Playlists:
Grade 10 Math
Trigonometry Introduction
Grade 10 Chemistry
Grade 9 General Chemistry
Grade 9 Electricity Unit (Unit D)
Ionic vs. Molecular
Math 7 - Unit 2: Integers
Grade 7 Math
Organic Chemistry Introduction
Esters
Carboxylic Acids
Alcohols
Cyclic Compounds / Cycloalkanes
Alkenes
Alkanes
_________________________________________________________________________________________
Facebook:
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