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# What is the COT of 7pi 6? |

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The capital asset pricing model is a theoretical financial tool that attempts to describe how investors should react when faced with the risk of stock market uncertainty.

The “tan of 7pi/6” is a function that returns the tangent of an angle. The COT stands for cost of ownership and it can be used to calculate how much a company will spend on its product over time.

cot(6) cot ( 6) has an exact value of 3.

What is the cosine of 7pi 6 in this case?

Cos(6) cos ( 6) has an exact value of 32.

Subsequently, question is, what is the exact value of cot 5pi 6? Trigonometry Examples Apply the reference angle by finding the angle with equivalent trig values in the first quadrant. cot(6) cot ( 6) has an exact value of 3.

What is the actual value of cot 7pi 4 in this case?

1 is the precise value of cot(4) cot ( 4) cot ( 4) cot ( 4) cot ( 4) cot ( 4) cot ( 4) cot ( 4) cot ( 4) cot ( 4) cot ( 4) cot ( 4)

What is tan 7pi 6’s precise value?

tan(6) tan ( 6) has an exact value of 33.

## What does the term tan 5pi 6 mean?

tan(6) tan ( 6) has an exact value of 33.

## Why is the value of tan 3pi 2 undefined?

Because tan(theta)=y/x, the tangent function is undefined for x=0 (dividing by zero is undefined). Vertical asymptotes, or values that the function cannot equal, are shown on a graph by these points at theta=pi/2, 3pi/2, and their integer multiples.

## What is the degree of Pi 2?

2. Multiply by 180 to convert radians to degrees, so a whole circle is 360° or 2 radians. (π2)⋅180°π

## What method do you use to determine the reference angle?

Identifying the reference point

1. If required, “unwind” the angle by subtracting 360 degrees from it until it is between 0 and 360 degrees. (Instead, add 360 for negative angles.)
2. Make a sketch of the angle to figure out which quadrant it belongs to.
3. Determine the reference angle based on the quadrant: Quadrant. Angle of reference for the same as

## What is tan 2pi 3’s precise value?

tan(3) tan ( 3) has an exact value of 3.

## What is the COT at a temperature of 0 degrees?

In mathematics, any number divided by zero is undefined. Among the trigonometric ratios sin (0°), cos (90°), tan (0°) & cot (90°) are zeros. Their reciprocal ratios are indeterminate or undefined forms. Accordingly, cosec (0°), sec (90°), cot (0°) tan (90°) are indeterminate or undefined forms.

## What is the Pi 2 COT?

Multiply 1 by 0 to get the precise value of cot(2) cot ( 2) cot ( 2) cot ( 2) cot ( 2) cot ( 2) cot ( 2) cot ( 2) cot ( 2) cot ( 2) cot ( 2) cot ( 2) cot ( 2) cot

## What is the Pi 6 COT?

cot(6) cot ( 6) has an exact value of 3.

## What is the PI 4 COT?

cot(4) cot ( 4) has an exact value of 1.

## What’s the best way to find cot 2pi 3?

cot(3) cot ( 3) has a precise value of 13. Multiply 13 by 33 to get the answer. The denominator should be combined and simplified. Multiply 13 1 3 by 33 3 3 to get the answer.

## What is cos 4pi 3’s precise value?

Cos(3) cos ( 3) has an exact value of 12.

## How do you calculate sec 7pi 4’s precise value?

sec(4) sec ( 4) has an exact value of 22. Multiply 22 by 22 to get the answer. The denominator should be combined and simplified. 2 2 2 2 2 2 2 2 2 2 2 2 2 2 2 2 2 2 2 2 2 2 2 2 2 2 2 2 2 2 2 2 2 2 2 2 2 2 2 2 2 2 2

## What is the 5pi 4 secant?

5Pi/4 Radians Sec Sec Sec Sec Sec Sec Sec Sec Sec Sec Sec Sec Sec Sec Sec

5pi/4 radians sec is -2, which is the same as 5pi/4 radians sec in degrees. 5pi/4 radians are converted to degrees by multiplying by 180° / = 225°. 5pi/4 = 225 degrees sec.

## What is 11pi 6’s precise value?

sec(6) sec ( 6) has a precise value of 23. Multiply 23 by 33 to get the answer. The denominator should be combined and simplified. 3 3 3 3 3 3 3 3 3 3 3 3 3 3 3 3 3 3 3 3 3 3 3 3 3 3 3 3 3 3 3 3 3 3 3 3 3 3 3 3 3 3 3

## How can you figure out how much SEC is worth?

1. sec=1cos.
2. Let’s start by converting radians to degrees.
3. 180π×−π3.
4. =−60∘
5. We may make this a positive angle by subtracting 60 from 360, which gives us 300.
6. The 306090,1,3,2 is what we utilize.

## What is the precise CSC 300 degree value?

300 degrees csc

The csc of 300 degrees is -2(3)/3, which is the same as the csc in radians. To convert 300 degrees to radians, multiply 300 degrees by / 180 degrees = 5/3. csc (5/3 ) = csc 300 degrees

## What is Secant math, exactly?

A secant of a curve is a line that crosses it at at least two (different) places in geometry. Secant is derived from the Latin word secare, which means “to cut.”