- #1
tonyviet
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Homework Statement
tan((π(x))/2) = √(3)/2
Homework Equations
The Attempt at a Solution
tan(x) = √(3)/2
x= π/6 + πn, since Tan has a period of π
This is where I'm stuck
tonyviet said:Yea Find x
The phrase "Find x in Tan trig problem" is referring to a trigonometric problem where the unknown variable, x, is found by using the tangent function.
To solve this type of problem, you will need to use the tangent function (tan) and the given values of the other two sides or angles in the triangle. You can then use inverse trigonometric functions or trigonometric identities to find the value of x.
One common mistake is forgetting to check if the angle given is in degrees or radians. Another mistake is using the wrong trigonometric function, such as using sine or cosine instead of tangent. It is also important to double-check your calculations and use the correct order of operations.
Yes, most scientific calculators have a tangent function, making it easier to solve these types of problems. However, it is important to make sure your calculator is set to the correct unit (degrees or radians) and to use parentheses correctly when entering the equation.
Trigonometry, including solving for unknown sides and angles using the tangent function, is used in fields such as engineering, physics, and navigation. For example, engineers may use trigonometric principles to design and build structures, while pilots use trigonometry to navigate their planes.