Write sin(11t) – sin(6t) of different frequencies. as a product of two trigonometric functions sin(11t) – sin(6t) = cheese

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A: Given, The terminal side of θ lies along the line y = 3x in QI.

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A: we know that  1cosθ=secθ1sinθ=cosecθ

Q: 4. cos(2 sin-

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A: Trigonometric

Q: 7) Find the exact function value If It exists. a) Sin-240° = %3D b) Sec 270° =

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Q: epresent 3 sin x + 6 cos x in a form A sin(x + p), use radians for p.

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Q: Rewrite sin(a−7π/4)in terms of sin(a) and cos(a).

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Q: Simplify the expression (for values of the variable for which it is defined) 9. cos2(2x)+sin2(2x)

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A: Given: ft=3sint-4sint multiply the above expression by, The expression 'f(t)' becomes,

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A: Solution -  a.) -π4 b.) π4 c.) -π3

Q: Which is the exact value of the trigonometric expression sin 2-2 F H 2+ 1+ G J 2. 2. 2.

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Q: – 5) Simplify sin (t to a single trig function using the sum or difference of angles identity.

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Q: Given sin B = -t3, where 270o ≤ B ≤ 360o, express cos B as a function of t.   Show on your exam…

A: Given sin B = -t3, where 270o ≤ B ≤ 360o, express cos B as a function of t.

Q: 11 T Find the exact value of sin

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Q: Find sin(a) and cos(ß), tan(a) and cot(ß), and sec(a) and csc(B). 8 14 (a) sin(æ) and cos(ß) (b)…

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Q: find the value of sin P.

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Q: Let sin t=a, cost3b, and tan t= c. Write the expression in terms of a, b, and c. cost+ cos…

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Q: 7T ewrite sin a in terms of sin(æ) and cos(r) 4

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A: use pythagorean theorem and right angle triangle.

Q: Find the value of the cos I

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A: The given integral is: I=∫x3dxx2-4

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Q: Find all the values of sin-1 i. |

A: Given, sin-1i. Let sin-1i=z. Then, sinz=i. As sin2z+cos2z=1 so,…