With the help of the handy Cot train station Calculator tool, girlfriend can discover the inverse cotangent worth in degrees for her input number in a fraction of seconds. Simply provide the number in the stated input box and also hit the calculate button to find the cot station value lot easier and faster.

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Cot station Calculator: Are you trying to find a smart device that calculates the cotangent inverse of a actual number or portion within no time? Then, you have actually arrived the exactly place and our calculator is the finest tool that you room looking for. The key aim of our Cot station Calculator is to calculate the cotangent train station of numbers simply and also quickly. Check out the simple step by step procedure and example from this article.


Get to understand the easy and also simple method to calculate the cotangent train station of a number in the adhering to sections. Monitor these actions to solve the cot inverse easily.

Take any fraction or a genuine number to discover the cot inverse. We understand the cotangent station is one minus tangent inverse. We have the right to write the cot-1(x)=y or x=cot(y). find the θ worth by resolving the above equation.

Example

Question: solve cot-1(√3/3)?

Solution:

Given that

cot-1(√3/3)

If cot-1(x)=θ, then x=cot(θ)

cot-1(√3/3)=θ, then √3/3=cot(θ)

cot(θ)=√3/3

Multiply through √3 on numerator and denominator

cot(θ)=√3/3*√3/√3

cot(θ)=3/3*√3=1/√3

cot(θ)=x/y

The coordinates between 0 and π/2 space (1/2, √3/2), (√2/2, √2/2), (√3/2, 1/2)

x/y=1/2/√3/2

After addressing the above coordinates which will become 1/√3 is angle. =1/√3

x/y=1/2/√3/2

The angle because that (1/2, √3/2) coordinates is π/3.

x/y=1/2/√3/2

So, cot-1(√3/3)=π/3= 180/3= 60 levels

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1. What is Cot Inverse?

The inverse of cotangent role is called inverse cotangent or arccot. The is expressed together cot-1x. The domain and selection of cot inverse duty is -∞

2. What room the different trigonometric functions?

Trigonometry attributes are derived from the ratios the a appropriate angle triangle. The six trigonometry features are Sine, Cosine, Tangent, Cosecant, Secant and also Cotangent.

3. What is the value of cot train station √3?

allow θ=cot-1(√3)

cot(θ)=√3

θ=π/6

cot-1(√3)=π/6

4. Exactly how do you transform tan inverse to cot inverse?

We know that, tan-1(x)=cot-1(1/x). Substitute the worths in the above formula to transform tan inverse come cot inverse.

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5. How have the right to you calculation cot inverse on a calculator?

Give your input worth either real number or fraction in the entry section and also click ~ above the calculate button next to the input ar of the Cot station Calculator to gain the output in much less time.