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Quiz______________________f(x) = 90x + x!f(6) = ... ?______________________Kalau ada yg

Berikut ini adalah pertanyaan dari OnlyRyujin pada mata pelajaran Matematika untuk jenjang Sekolah Dasar

Quiz______________________

f(x) = 90x + x!
f(6) = ... ?

______________________

Kalau ada yg mau ganti username silahkan chat saya yaaa.
Nanti sy minta di gantiin dan lebih cepet.

Nih Sumin Btw​

Jawaban dan Penjelasan

Berikut ini adalah pilihan jawaban terbaik dari pertanyaan diatas.

\huge\tt\color{ff6666}{}\color{ffb266}{P}\color{b2ff66}{e}\color{66b2ff}{n}\color{6666ff}{y}\color{b266ff}{e}\color{ff66ff}{l}\color{ff66ff}{e}\color{ff66b2}{saian}

f(x) = 90x + x!

f(6) = 90(6) + 6!

f(6) = (90 × 6) + (6 × 5 × 4 × 3 × 2 × 1)

f(6) = 540 + (30 × 4 × 3 × 2 × 1)

f(6) = 540 + (120 × 3 × 2 × 1)

f(6) = 540 + (360 × 2 × 1)

f(6) = 540 + (720 × 1)

f(6) = 540 + 720

f(6) = 1.260

_______

#LearnWithBrainly

f(x) = 90x + x! f(6) = 90(6) + 6!f(6) = 90(6) + 6!f(6) = 90(6) + 6!f(6) = 90(6) + (6 × 5 × 4 × 3 × 2 × 1)f(6) = 90(6) + (30 × 4 × 3 × 2 × 1)f(6) = 90(6) + (120 × 3 × 2 × 1)f(6) = 90(6) + (360 × 2 × 1)f(6) = 90(6) + (720 × 1)f(6) = 90(6) + 720f(6) = (90 × 6) + 720f(6) = 540 + 720f(6) = 1.260[tex]\color{ff0000}{\tt{}}\color{ff4000}{\tt{@}}\color{ff8000}{\tt{}}\color{ffc000}{\tt{C}}\color{ffff00}{\tt{}}\color{c0ff00}{\tt{i}}\color{80ff00}{\tt{}}\color{40ff00}{\tt{e}}\color{00ff00}{\tt{}}\color{00ff40}{\tt{r}}\color{00ff80}{\tt{}}\color{00ffc0}{\tt{X}}\color{00ffff}{\tt{}}\color{00c0ff}{\tt{J}}\color{0080ff}{\tt{}}\color{0040ff}{\tt{z}}\color{0000ff}{\tt{}}\color{4000ff}{\tt{t}}\color{8000ff}{\tt{}}\color{c000ff}{\tt{e}}\color{ff00ff}{\tt{}}\color{ff00c0}{\tt{r}}\color{ff00a0}{\tt{}}\color{ff0080}{\tt{☄︎}}\color{ff0040}{\tt{}}[/tex]f(x) = 90x + x! f(6) = 90(6) + 6!f(6) = 90(6) + 6!f(6) = 90(6) + 6!f(6) = 90(6) + (6 × 5 × 4 × 3 × 2 × 1)f(6) = 90(6) + (30 × 4 × 3 × 2 × 1)f(6) = 90(6) + (120 × 3 × 2 × 1)f(6) = 90(6) + (360 × 2 × 1)f(6) = 90(6) + (720 × 1)f(6) = 90(6) + 720f(6) = (90 × 6) + 720f(6) = 540 + 720f(6) = 1.260[tex]\color{ff0000}{\tt{}}\color{ff4000}{\tt{@}}\color{ff8000}{\tt{}}\color{ffc000}{\tt{C}}\color{ffff00}{\tt{}}\color{c0ff00}{\tt{i}}\color{80ff00}{\tt{}}\color{40ff00}{\tt{e}}\color{00ff00}{\tt{}}\color{00ff40}{\tt{r}}\color{00ff80}{\tt{}}\color{00ffc0}{\tt{X}}\color{00ffff}{\tt{}}\color{00c0ff}{\tt{J}}\color{0080ff}{\tt{}}\color{0040ff}{\tt{z}}\color{0000ff}{\tt{}}\color{4000ff}{\tt{t}}\color{8000ff}{\tt{}}\color{c000ff}{\tt{e}}\color{ff00ff}{\tt{}}\color{ff00c0}{\tt{r}}\color{ff00a0}{\tt{}}\color{ff0080}{\tt{☄︎}}\color{ff0040}{\tt{}}[/tex]f(x) = 90x + x! f(6) = 90(6) + 6!f(6) = 90(6) + 6!f(6) = 90(6) + 6!f(6) = 90(6) + (6 × 5 × 4 × 3 × 2 × 1)f(6) = 90(6) + (30 × 4 × 3 × 2 × 1)f(6) = 90(6) + (120 × 3 × 2 × 1)f(6) = 90(6) + (360 × 2 × 1)f(6) = 90(6) + (720 × 1)f(6) = 90(6) + 720f(6) = (90 × 6) + 720f(6) = 540 + 720f(6) = 1.260[tex]\color{ff0000}{\tt{}}\color{ff4000}{\tt{@}}\color{ff8000}{\tt{}}\color{ffc000}{\tt{C}}\color{ffff00}{\tt{}}\color{c0ff00}{\tt{i}}\color{80ff00}{\tt{}}\color{40ff00}{\tt{e}}\color{00ff00}{\tt{}}\color{00ff40}{\tt{r}}\color{00ff80}{\tt{}}\color{00ffc0}{\tt{X}}\color{00ffff}{\tt{}}\color{00c0ff}{\tt{J}}\color{0080ff}{\tt{}}\color{0040ff}{\tt{z}}\color{0000ff}{\tt{}}\color{4000ff}{\tt{t}}\color{8000ff}{\tt{}}\color{c000ff}{\tt{e}}\color{ff00ff}{\tt{}}\color{ff00c0}{\tt{r}}\color{ff00a0}{\tt{}}\color{ff0080}{\tt{☄︎}}\color{ff0040}{\tt{}}[/tex]

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Last Update: Wed, 19 Oct 22
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