f(x) = 8x² + x! - x²f(6) = ....... Question from @cicely61

SasukeUchiha01

f(x) = 8x² + x! - x²

f(6) = 8(6)² + 6! - 6²

f(6) = 8(6 × 6) + (6 × 5 × 4 × 3 × 2 × 1) - (6 × 6)

f(6) = 8(36) + (30 × 24) - 36

f(6) = 288 + 720 - 36

f(6) = 1008 - 36

f(6) = 972

${\colorbox{violet}{\colorbox{purple}{\tt{N \: x \: L}}}}$

4 votes Thanks 3

cicely61 UvU

khadijahamjad12 Kan Kalah Cepet ;-;

SasukeUchiha01 ;-;

khadijahamjad12

SOAL 1

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f(x) = 8x² + x! - x²

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f(6) = 8(6²) + 6! - 6²

f(6) = 8(36) + (6 × 5 × 4 × 3 × 2 × 1) - 36

f(6) = 288 + (30 × 4 × 3 × 2 × 1) - 36

f(6) = 288 + (120 × 3 × 2 × 1) - 36

f(6) = 288 + (360 × 2 × 1) - 36

f(6) = 288 + (720 × 1) - 36

f(6) = 288 + 720 - 36

f(6) = 288 + 684

f(6) = 972

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${\mathcal\color{purple}{{\pink{\underline{\purple{\underline\bold{\pink{K}\bold\color{violet}{h\bold{\pink{a}\bold\color{violet}{d\bold{\pink{i}\bold\color{violet}{j\bold{\pink{a}\bold\color{violet}{h\bold{\pink{A}\bold\color{violet}{m\bold{\pink{j}\bold\color{violet}{a\bold{\pink{d}\bold\color{violet}{1\bold{\pink{2}}}}}}}}}}}}}}}}}}}}}}$

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${\mathcal\color{purple}{{\pink{\underline{\purple{\underline\bold{\pink{C}\bold\color{violet}{i\bold{\pink{c}\bold\color{violet}{e\bold{\pink{l}\bold\color{violet}{y\bold{\pink{6}\bold\color{violet}{1\bold{\pink{}\bold\color{violet}{\bold{\pink{}\bold\color{violet}{\bold{\pink{}\bold\color{violet}{\bold{\pink{}}}}}}}}}}}}}}}}}}}}}}$

2 votes Thanks 3

CxyzaCherry klw ndak ada nel mau op

khadijahamjad12 nak ;-;

khadijahamjad12 Jan Opp ;-;

CxyzaCherry quqiz mana ?;-;

CxyzaCherry daritadi sepi bet .__.

khadijahamjad12 Saya Yang Buat Quqiz? ;-;

CxyzaCherry yok ;-;

khadijahamjad12 Tentang Apa? ;-;

CxyzaCherry lingkaran ? fungsi ? limit ? ;-;

khadijahamjad12 Wait ;-;

SOAL 1

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