#7 Find the value of x. x = 48°

Q: 2° dt

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Q: R.1. Identify the amplitude and period. y = 2cos 4x

A: Given: The trigonometric function y=2cos4x, To determine: The amplitude and period of the function.

Q: 8. Find the value of x for which { i m. 95° (2x – 5)° m

A: The explanation of answer as follows

Q: Type your final table for y- tan(2z) below. y

A: Table values in terms of π can be obtained as, Substitute π for x in the equation y=12tan2x.…

Q: Find the value of x for which { i m.

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Q: Find x. Show work. your N. 9x-8) E 5x-10° S0°

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Q: Find A°, where (cos(7/5) -sin(T/5)) A = sin(T/5) cos(T/5)

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Q: From the figure below find cos (45) %3D J45 9°

A:

Q: V3 7. tan A = 3.

A: Trigonometric ratios

Q: 16. (x+7)* 55° What is the value of x? What is the value of y?

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Q: (62- 5x) W • 133° V. U

A: Find the value of x

Q: ←H→>>> ← D Find the height (H)in metres to 3 s.f. 0° = 30.4° D = 27.8m O

A: On solving this we will get

Q: 14. Find the value of x. [A] 125° [B] 147° [C] 92° [D] 33° 880 125°

A:

Q: AB and AC are tangents. B 40°

A: here we use the fact that tangent and radius are perpendicular at the point of contact.

Q: What is the missing measure in the diagram shown? (A) 45° (B) 60° (C) 75° 60 (D) 115° 45° O A O B O…

A: 1.Given , A triangle with some angles we need to find the value of x. Here de and cb are parallel…

Q: 12. 121° to 162° 96⁰ 101°

A: Topic:- geometry

Q: Use a calculator to solve the following equation for O on the interval (-90°, 90°). tan (0) - 3 Find…

A: Trigonometry Question

Q: 6. tan A = 0.5

A: We use Trigonometry ratio

Q: Solve for x. x Clear 6 Undo A Redo (2r +5 106° 1279

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Q: sin n TTX dx = .A .B

A: As we are familiar with the odd functions,  ( If f-x=-fx, then f is called the odd function) We know…

Q: Find the value for θθ in the following equation: sin(θ)=cos(28)

A: