Solve the following equations for x giving all solutions in the domain. (a) 2sin(x)-1=0, x= [0,2π] (b) 2sin(x-₂)-1=0, x= [0,2π].

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A: Given a hexagon with interior angles 7x°,7x°,4x°,4x°,7x°,7x°.

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Q: Z2

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Q: Solve for y. x= (3y+5)/(7y-1)

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Q: Solve for x. 5 12х — 7 - х — 7 x + 4 x2 – 3x — 28 - - - ||

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Q: Now solve for x. 1+ 8y = x(5 - 2y) 1 + X =

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A: Given,

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Q: Solve exactly for ( 0, 2π)

A: Simplifying the given equation:Using the zero product rule: