SOLUTION: Find the approximate values of x, -360 <=x <= 360), in each trigonometric equation.
A. -1=cos x
b. 3=-cos3x+2
c.-1=sin0.5x+1
d. 1=sin0.5+1
e. -4=3sinx-2
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-> SOLUTION: Find the approximate values of x, -360 <=x <= 360), in each trigonometric equation.
A. -1=cos x
b. 3=-cos3x+2
c.-1=sin0.5x+1
d. 1=sin0.5+1
e. -4=3sinx-2
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Question 84062: Find the approximate values of x, -360 <=x <= 360), in each trigonometric equation.
A. -1=cos x
b. 3=-cos3x+2
c.-1=sin0.5x+1
d. 1=sin0.5+1
e. -4=3sinx-2 Answer by stanbon(75887) (Show Source):
You can put this solution on YOUR website! Find the approximate values of x, -360 <=x <= 360), in each trigonometric equation.
A. -1=cos x
x=180 degrees
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b. 3=-cos3x+2
cos3x =1
3x = 0 degrees or 360 degrees or -360 degrees
x=0 or 120 or -120
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c.-1=sin0.5x+1
sin0.5x = -2
No such sin value exists
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d. 1=sin0.5x+1
sin0.5x = 0
0.5x = 0 or +-180 or +-360 or +-(-360)
x = 0 or +-360
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e. -4=3sin(x-2)
-4/3 = sin(x-2)
No such sine value exists.
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Cheers,
Stan H.
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