Find y'' if y=14x(sin(x))
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Tangent line equation is y-b=m(x-a)
Based on the problem a=π/2, b=7π
Find m using derivatives of y=14x sinx
y'(x) =14(sin x) + 14x (cos x)
m=y'(π/2)=14(1)+14π/2(0)=14
Therefore the equation is
y - 7π = 14(x - π/2)
y - 7π = 14x - 7π
y = 14x
Based on the problem a=π/2, b=7π
Find m using derivatives of y=14x sinx
y'(x) =14(sin x) + 14x (cos x)
m=y'(π/2)=14(1)+14π/2(0)=14
Therefore the equation is
y - 7π = 14(x - π/2)
y - 7π = 14x - 7π
y = 14x
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Tangent line equation is y-b =m(x-a) Based on the problem a=π/2, b=7π.
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