Q :Vf(x) = 5x³ × 10² + 2x³ × 2x²f(5)

Berikut ini adalah pertanyaan dari anitasamosir17 pada mata pelajaran Matematika untuk jenjang Sekolah Dasar

Q :V

f(x) = 5x³ × 10² + 2x³ × 2x²
f(5) = ?

nt : cih tembus 1k :V​

Jawaban dan Penjelasan

Berikut ini adalah pilihan jawaban terbaik dari pertanyaan diatas.

Q :V

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f(x) = 5x³ × 10² + 2x³ × 2x²

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f(5) = 5(5³) × 10(10) + 2(5³) × 2(5²)

f(5) = 5(5.5.5) × 10(10) + 2(5.5.5) × 2(5.5)

f(5) = 5(25.5) × 10(10) + 2(25.5) × 2(5.5)

f(5) = 5(125) × 10(10) + 2(125) × 2(25)

f(5) = 625 × 100 + 250 × 50

f(5) = 62.500 + 12.500

f(5) = 75.000

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Q :V___________________________________________ f(x) = 5x³ × 10² + 2x³ × 2x²___________________________________________ f(5) = 5(5³) × 10(10) + 2(5³) × 2(5²) f(5) = 5(5.5.5) × 10(10) + 2(5.5.5) × 2(5.5) f(5) = 5(25.5) × 10(10) + 2(25.5) × 2(5.5) f(5) = 5(125) × 10(10) + 2(125) × 2(25) f(5) = 625 × 100 + 250 × 50f(5) = 62.500 + 12.500f(5) = 75.000 ___________________________________________ [tex]\colorbox{black}{\pink{\boxed{✿✧ \: \colorbox{black}{ \purple{\boxed{\tt{ \: \blue{❛❜ \: Dijah} \pink{ Canzz❛❜} \: }}}} \: ✧✿}}}[/tex]Q :V___________________________________________ f(x) = 5x³ × 10² + 2x³ × 2x²___________________________________________ f(5) = 5(5³) × 10(10) + 2(5³) × 2(5²) f(5) = 5(5.5.5) × 10(10) + 2(5.5.5) × 2(5.5) f(5) = 5(25.5) × 10(10) + 2(25.5) × 2(5.5) f(5) = 5(125) × 10(10) + 2(125) × 2(25) f(5) = 625 × 100 + 250 × 50f(5) = 62.500 + 12.500f(5) = 75.000 ___________________________________________ [tex]\colorbox{black}{\pink{\boxed{✿✧ \: \colorbox{black}{ \purple{\boxed{\tt{ \: \blue{❛❜ \: Dijah} \pink{ Canzz❛❜} \: }}}} \: ✧✿}}}[/tex]Q :V___________________________________________ f(x) = 5x³ × 10² + 2x³ × 2x²___________________________________________ f(5) = 5(5³) × 10(10) + 2(5³) × 2(5²) f(5) = 5(5.5.5) × 10(10) + 2(5.5.5) × 2(5.5) f(5) = 5(25.5) × 10(10) + 2(25.5) × 2(5.5) f(5) = 5(125) × 10(10) + 2(125) × 2(25) f(5) = 625 × 100 + 250 × 50f(5) = 62.500 + 12.500f(5) = 75.000 ___________________________________________ [tex]\colorbox{black}{\pink{\boxed{✿✧ \: \colorbox{black}{ \purple{\boxed{\tt{ \: \blue{❛❜ \: Dijah} \pink{ Canzz❛❜} \: }}}} \: ✧✿}}}[/tex]

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Last Update: Fri, 23 Sep 22