cscx−sinx cos²x CSC X =
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A: Topic = Trigonometry
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A: We can solve this as follows:
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A: A detailed solution is given below
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A: The given trigonometric equation, 3sin2θ+1=9 sinθ
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A:
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A:
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A:
Q: 9. 6 8. sec 43° = CSc 1. Siln 10º = cos = sin 58° B 7. cot 24° 24° 2. Tan= 10. csc 49° = sec = = cot…
A: Using trigonometry function
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A: Since we are given with the multiple number of questions and answered according to the guidelines.
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A: Solving the problem by finding the value of the problem.
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A: Given: 3sec3x-3sec2x-3secx+3 We know that, a-b3=a3-3a2b+3ab2-b3 and a-b2=a2-2ab+b2.
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Q: 1. For the following Function: y = 3 sin[4(x + 60°)] - 2 Determine the following: Amplitude: Period:…
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Q: if 0 less than or equal to 0 less than or equal to 90 and sin (0) =a, then which of the following…
A: Solution
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A: Given :Unit Circle Equation : x-a2+y-b2=1
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Q: Recall the Pythagorean identity which states that 1 + tan² u = sec² u. Using this Pythagorean…
A: -14sec2x-1
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A:
Q: Use the fundamental identities to simplify the expression. (There is more than one correct form of…
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Q: 4) Find AC 14 93 C 20 B
A: Above question is solved.
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A: Topic = Trigonometry
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Q: How many triangles does: a = 6, b = 10, A = 33° create? SHOW YOUR TEST PROOF # (0, 1, 2) =
A: The triangle has a=6, b=10, A=33°
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A: E)We have to find the value of tan5π12 using sum or different identities. We have the identity,…
Q: Determine what law is applicable to use in solving the triangle given the following information.…
A: 1. A=50°, B=65°, a=102. B=60°, b=12, c=153. B=30°, b=15, c=204. a=4, b=9, c=65. a=39, b=52, C=122°
Q: or x. Round to the nearest tenth, if necessary. B 7.9 54° C X A
A:
Q: Assume cos(t) = -35 75 where < t < T. Compute the following: 2 cos(-t) = sin(t) = sin(-t) = sin(-t)…
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Q: Match the trigonometric expression with its simplified form. sec²(x) - 1 sin²(x) 01 O sec²(x) 0-1 O…
A: Given sec2(x)-1sin2(x)To write in simplified form:
Q: 8. Prove the following trigonometric identity cote = cose csc0
A: We need to prove the identity.
Q: Write in standard form the equation of the ellipse with the given characteristics. center at the…
A:
Q: Use the appropriate reciprocal identity to find the exact value of csc 0 for the given value of sin…
A: We know that the csc(theta) is reciprocal of sin(theta) => Csc(theta) = 1/sin(theta)
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