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Name:___Date:___Math10/11Enriched:Section5.4SolvingSystemswithAbsoluteValues 1. Solvethefollowingequationsandindicateanyextraneousroots: a) 2 × 1 3 × b) 3 × 14 × 2 c) 10 × × 2 24 d) x 3 5 ×
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How to fill out solving trig equations

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To fill out solving trig equations, follow these steps:
02
Identify the given equation as a trigonometric equation.
03
Simplify the equation by rearranging terms or combining like terms.
04
Apply appropriate trigonometric identities or formulas to transform the equation.
05
Use inverse trigonometric functions to isolate the variable.
06
Solve for the variable by applying algebraic methods or using a calculator.
07
Check the solution(s) in the original equation to verify their correctness.

Who needs solving trig equations?

01
Anyone studying trigonometry or mathematics in general may need to solve trigonometric equations.
02
This includes students, teachers, researchers, and professionals working in fields such as engineering, physics, and surveying.
03
Solving trigonometric equations helps in finding solutions to various real-world problems involving angles and periodic phenomena.
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Solving trig equations involves finding the values of the angle that make the equation true, typically using trigonometric identities and formulas.
Students and mathematicians who are studying or applying trigonometric functions require solving trig equations for their problems and applications.
To fill out solving trig equations, one needs to isolate the trigonometric function, apply appropriate identities or inverse functions, and express the solution in terms of the variable.
The purpose of solving trig equations is to find unknown angles or distances in mathematical problems involving trigonometric functions.
The information reported on solving trig equations typically includes the values of angles, the method used for solving, and any applicable trigonometric identities.
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