The triangle below has sides with lengths a = 30,b= 56, and c = 71. Find the measure of the smallest angle. Round to the nearest thousandth. a B The smallest angle is approximately 0

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A: We can plot the given graph in the below steps.

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A: NOTE: Refresh your page if you can't see any equations. .

Q: 4. Evaluate given expression under the given conditions. cos 20, sin0 = -3/5; 0 € QIII

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A: Topic = Function

Q: If y = 93°, b= 17.1, c = 27.65, find all unknown side lengths and angle measures. Round to the…

A: NOTE: Refresh your page if you can't see any equations. . here we have

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A: Given sin2t - 8 sint -9=0       ;[0, 2π)

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Q: If y = 93°, b = 18.35, c = 27.3, find all unknown side lengths and angle measures. Round to the…

A: From the given figure, γ=93°, b=18.35, c=27.3   As we know from the Sine rule: asinα=bsinβ=csinγ

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A: We will prove the given trigonometric identity.

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A: The given function fθ=-2cotθ-3π4+2, where -π≤θ≤π We have to sketch the graph of the function.

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A: Given data:- The given exponential function is,f(x) = 16x+3

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Q: Using the Law of Sines to solve the all possible triangles if ZA = 120°, a = 32, b = 14. If no…

A: Given: ∠A=120°, a=32, b=14.

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A: Please see the below picture for detailed solution.

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Q: 48. -1 12 cos 2 tan-1 210

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Q: Finding the Angle Between Two Vectors In Exercises 23-30, find the angle between the vectors. 29.…

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A: (1).   The given trigonometric equation is:4sec(2θ)-5=3

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Q: Outside temperature over a day can be modelled using a sine or cosine function. Suppose you know the…

A: The temparature can be modelled by D(t)=Asin(2π(t+B))+Cwhere A is the amplitude of the function, C…