If cot x = (9/40) . Find the values of cscx and secx

Q: In the given figure, what is the value of sec 0? 7 10

A: In the above figure,  We are given two sides of lengths 7 and 10. And angle between these two sides…

Q: te an eq ional co 7) Pass

A: Given that: Line passes through (-1, -4) and parallel to 5x+3y=-8

Q: 7. mCF

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Q: Find the values of cot-1 2

A: Find cot2-1We know that Formulatan-1x=12tan-12x1-x2-1

Q: The given function cot X OLXL27A on du

A: We have given equation dydx=cotx2 on 0<x<2π. Given differential equation can be written as:…

Q: Ifcos @= Find the value of cot @+ cosece.

A: First of all we will make a right triangle satisfying the given cosine ratio. Then we will use the…

Q: Find the tangents of the acute angles in the right triangle. Write each answer as a fraction. 3 V34…

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Q: Find sin s. coSs = and s is in quadrant I. 2/5

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Q: Find the principal value of cot−1(1+2j).

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Q: Solve for the exact value. cot 4

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Q: y'= csc x + y cot x

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Q: State the period P and write and equation in the from y=cot(k(x-b), using an appropriate sign and…

A: Given: The graph of a function is To determine: The period P and equation in the from y=cotkx-b,…

Q: Use the given information and a calculator to find e to the nearest tenth of a degree, if 0° s e <…

A: sin θ=-0.3074 we have to find value of θ

Q: Given the following x values, draw an appropriate triangle and solve for the remaining 5 trig…

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Q: If tan A= 2.12, what is the value of cot A rounded to the nearest tenth

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Q: Determine tlhe value of yo for which the solu +3 sin(t)a

A: Introduction: It is given that the initial value problem (I.V.P.) is y'+3sint=1+y, y(0)=y0. We have…

Q: find the exact value of cot pi/4

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Q: If t is the distance from (1, 0) to (4 square root 41/41, -5 square root 41/41) along the…

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Q: Segment AB is tangent to O C. Find AB. A AB = (Round to the nearest tenth as needed.)

A: Use property of tangent line to circle

Q: Simplify to a single trig function with no denominator. 1+ cot? x

A: We can make it easier for you

Q: 177 Give the exact value of Cot

A: You must have the idea of basic trigonometric formula.

Q: The expression csc- x – cot x is equivalent to

A: Given expression=cosec2x-cot2x=1sin2x-cos2xsin2x             using, cosecx=1sinx and…

Q: 1 cot?xdx cosx dx 2- Ja/2 Vsinx

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Q: Evaluate S cot? (r) sec (x) dæ

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Q: If θ=5π over 4, then find exact values for the following: sec(θ) equals    csc(θ) equals…

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Q: Find the following values:   Sec(17pi/3)

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Q: cot 180° cos 270⁰ sec 60°

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Q: If cot θ =12/5, find tan θ

A: Cot θ = 125We have to find tan θ

Q: 10.) ſcsc?xsin(cot.x)dx

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Q: 1. tan A cot A =1

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Q: Find the exact value. cot 30°

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Q: Given. csc e - cot 0 ==W

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Q: that S cot udu=In ace n Sin ul tC.

A: Explanation is given below..

Q: Find the exact value of sec 30°.

A: The main objective is to find the value of sec 30°. It is known that the secant function is…

Q: Simplify the following  cot(x+π)

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Q: If csc 0 - and cot 0 > 0, what is the value of sec 0? 3/5 7 3/5 7/5 15 7/53 53

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Q: Find the exact value. cot 30°

A: We have to find the exact value of cot 30°.

Q: Find exact values for each of the following, if possible.     cot 0  0

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Q: if cot x=20, what is the value of sec x?

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Q: In what quadrant will θ terminate if sec⁡ θ is positive and csc⁡ θ is negative?

A: We know that in quadrant IV, cosθ is positive and sinθ is negative. Now we have,…

Q: 5t cot 4

A: Please refer the attached image for complete solution. THANK YOU.

Q: Given that secx = 3 and 0° < x < 180°,find the value of cosec x and cot x.

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Q: Suppose that x, is a point in Quadrant III lying on the unit circle. 5 Find x. Write the exact…

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Q: cot'x csc'xdx 4.

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Q: Find the value of x. Round to the nearest tenth. Show Your Work 15 12 ind the yaluo of

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Q: Write the given expression as the tangent of an angle. tan 7x – tan x 1 + tan 7x tan x

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Q: Evaluate cot r csc® z da

A: When we perform integration without limits it is known as indefinite integration, it is the reverse…

Q: Use a calculator to find e to the nearest tenth of a degree, if 0° < e < 360° and sec (0) = -3.4121…

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Q: If cos⁡θ=a/3, what is the value of cot⁡θ?

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Q: Given 3 sin s = cos s, Find all possible values of sin s

A: Given 3sin(s) =cos(s) Divide both side by 3 We get  sin(s) =cos(s)/3

Fundamentals of Trigonometric Identities

Trigonometric Identities are the equalities that involve trigonometry functions and hold for all the values of variables given in the equation.