-2.8 sin (π/6(x – 12)) + 16 = 16,
0 ≤ x ≤ 2π
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Answer:
x= 0 , 6
Step-by-step explanation:
-2.8 sin(π/6(x-12))+16=16 , 0≤x≤2π
=> -2.8sin( πx/6 - 2π) = 0
=> + 2.8 sin(2π - πx/6) = 0
=> - 2.8sin(πx/6)= 0
=> sin(πx/6)= 0
=> πx/6 = 0 , or πx/6= π , or πx/6 = 2π
=> x= 0 , or x= 6. ,. or x= 12
=> but value of x not more than 2π=> x≠12
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