Express the following angular speed in radians per second. 13 revolutions per second The angular speed is 81.6 radians per second.

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A: Given query is to find indicated trigonometric value.

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Q: Suppose t is in Quadrant II and that sin t= 2/5. Find the value of the other trigonometric functions...

A: We have to find other trigonometric function

Q: Question 47 What value of x does not satisfy the equation sin? x + sin x = 0? %3D O T 2

A: The given equation is; Sin2x+Sinx=0.

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Q: Which of the following is FALSE? 01+ tan? x = sec? æ 1 sec x = CSC x O cot x sin x= cos x = COS X O ...

A: Solution ) We know that  1) 1 + tan2x = sec2x 2)Sec x = 1/ cosx 3)Cotx sinx     [ cotx = cosx/sinx] ...

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A: for reference lets plot graphs of y = sin x  y = cos x

Q: Convert the angle in degrees to radians. - 450° - 450°: radians (Simplify your answer. Use integers ...

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A: Since, cot(x)=cos(x)sin(x)

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Q: Which among the choices is equivalent to the given trigonometric expression? 1+cot m C8C m O 1+ cot(...

A: We have find the choose correct answer

Q: ... 2- 2 3 3 2x 1- 2- * 0 2x 4x 3 1- 27 2x Drag each graph above to match the function below. y = si...

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Q: If sin a and cos a3D 13 12 what is the value of sec. 13 %3D O 13/2 O 13/2 17 O 17/2 26 O 7/2 26

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Q: If cos 0> 0 and csc 0 < 0, in what quadrant should A lie? O QII O QIV O QI O QI « Previous Next

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Q: Which of the following are co-terminal angles? □ 풍 5 and – 2 T and - T o-를 and뜰 2 O 0 and 57

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Q: solve the triangle B= 33 b=50.3 A= 57

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A: Solving LHS and comparing to RHS 

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Q: 40° 63°

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

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A: Here we solve the given problem of trigonometry.

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Q: b) Evaluate correct to 4 decimal places, the following i. sec 302°29' ii. cosec 49°7' 4 sec 32°10 -2...

A: Given: sec 302°29'

Q: What's the cosine ratio of ZA? A C Select one: O AB AC O AC BC BC AB о вс AC

A: NOTE: Refresh your page if you can't see any equations. . here adjacent side of the angle A is AB an...

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A: topic - trigonometric ratios

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A: y- interceptof the line is -1Slope of line=Vertical distance Horizontal distanceSlope of line=y2-y1x...