Suppose that sin(θ) = 24, where 0 < θ < π/2. Sketch a possible right triangle containing θ, and use the triangle to find the remaining trigonometric functions. Express your answers as fractions. cos(θ)cos(θ)= sec(θ)=sec(θ)= csc(θ)=csc(θ)= tan(θ)=tan(θ)= cot(θ)cot(θ) =

Q: y = cot2(cos(θ))

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Q: 2.- If sec(θ)=5/4, find the other trigonometric functions of θ

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Q: Find sin(arccos(-1/2))

A: The given expression is sincos-1-12.

Q: Find the remaining trigonometric functions of theta if sin theta = 1/2 and terminates it

A: Given: sinθ=12 we know that sinθ is positive in first and second quadrant if, θ is in first quadrant…

Q: Draw a right angled triangle with another angle θ such that sinθ = 5 13. Find tan(θ) from this…

A: Assume that triangle ABC is a right angle triangle and angle B is 90 degree.

Q: Marsha is pushing her brother Bobby on a rope swing over a creek. When she starts the swing, he is 7…

A: Given:When a swing starts, i.e., at time , he is 7 feet over land away from the edge of the…

Q: without using calculato find :   cos(225)sin(315) + 1/2sin(-270)tan(405)

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Q: Simplify sin(u – T) to a single trig function using the sum or difference of angles identity.

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Q: If x=2 tan θ ,express sin(2θ)as a function of x.

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Q: Find the values of the other five trigonometric function  Cotx = 12/5, x in quadrant III

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Q: Use the properties of the trigonometric functions to simplify: tan(t +7) · csc(t + 47).

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Q: Express sin 2θ in terms of x = sin θ.

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