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Tuliskan jawaban anda pada tempat yang disediakan.

", "advice": "

Misalkan fungsi $f(x)=C+b sin (ax+k), a$ positif.

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$f(x)= ${cons}+({b}$sin$({a}$x$+{c})).

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Misalkan

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Periode = $\\frac{2\\pi}{a}$ = 2$\\pi$/{a}.

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Amplitudo = |b| = |{b}| = {ampli}.

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Nilai maksimum fungsi = $C+|b|$ = {cons} + |{b}| = {maxf}.

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Nilai minimum fungsi = $C-|b|$ = {cons} -|{b}| {minf}.

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nilai max f

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nilai min f

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Diberikan suatu fungsi $f(x)= ${cons}+({b}$sin$({a}$x$+{c})).

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Periode dari fungsi $f$ adalah [[0]]$\\pi$. (tulis jawaban dalam pecahan biasa)

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Amplitudo dari fungsi $f$ adalah [[1]].

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Nilai maksimum dari fungsi $f(x)$ adalah [[2]].

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Nilai minimum dari fungsi $f(x)$ adalah [[3]].

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