Q. ( 15 + )f(x) = 62x² + 32x²f(4) =

Berikut ini adalah pertanyaan dari muhammadpedroza684 pada mata pelajaran Matematika untuk jenjang Sekolah Dasar

Q. ( 15 + )f(x) = 62x² + 32x²
f(4) = ...

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Q. ( 15 + )f(x) = 62x² + 32x²f(4) = ...⃢Pakai Cara⃢No Ngasal ⃢Lengkap BA Nt = Pasti Bocil FF ​

Jawaban dan Penjelasan

Berikut ini adalah pilihan jawaban terbaik dari pertanyaan diatas.

Jawaban:

f(x) = 62x² + 32x²

f(4) = 1.504

Penyelesaian :

f(x) = 62x² + 32x²

f(4) = 62(4²) + 32(4²)

f(4) = (62 × 4 × 4) + (32 × 4 × 4)

f(4) = 992 + 512

f(4) = 1.504

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Jawaban:f(x) = 62x² + 32x²f(4) = 1.504Penyelesaian :f(x) = 62x² + 32x²f(4) = 62(4²) + 32(4²)f(4) = (62 × 4 × 4) + (32 × 4 × 4)f(4) = 992 + 512f(4) = 1.504[tex]{\mathcal\color{skyblue}{ - {\pink{\underline{\pink{\underline{\tt\color{pink}{r{\tt\color{skyblue}{u{\tt\color{pink}{r{\tt\color{skyblue}{u {\tt\color{pink}{f {\tt\color{skyblue} {a{\tt\color{pink}{i{\tt\color{skyblue} {d{\tt\color{pink}{a {\tt\color{skyblue}{h{\tt\color{pink}{{\tt\color{pink}{{\tt\color{skyblue}{ - {\tt\color{skyblue}}}}}}}}}}}}}}}}}}}}}}}}}}}}}}}}}}[/tex]Jawaban:f(x) = 62x² + 32x²f(4) = 1.504Penyelesaian :f(x) = 62x² + 32x²f(4) = 62(4²) + 32(4²)f(4) = (62 × 4 × 4) + (32 × 4 × 4)f(4) = 992 + 512f(4) = 1.504[tex]{\mathcal\color{skyblue}{ - {\pink{\underline{\pink{\underline{\tt\color{pink}{r{\tt\color{skyblue}{u{\tt\color{pink}{r{\tt\color{skyblue}{u {\tt\color{pink}{f {\tt\color{skyblue} {a{\tt\color{pink}{i{\tt\color{skyblue} {d{\tt\color{pink}{a {\tt\color{skyblue}{h{\tt\color{pink}{{\tt\color{pink}{{\tt\color{skyblue}{ - {\tt\color{skyblue}}}}}}}}}}}}}}}}}}}}}}}}}}}}}}}}}}[/tex]Jawaban:f(x) = 62x² + 32x²f(4) = 1.504Penyelesaian :f(x) = 62x² + 32x²f(4) = 62(4²) + 32(4²)f(4) = (62 × 4 × 4) + (32 × 4 × 4)f(4) = 992 + 512f(4) = 1.504[tex]{\mathcal\color{skyblue}{ - {\pink{\underline{\pink{\underline{\tt\color{pink}{r{\tt\color{skyblue}{u{\tt\color{pink}{r{\tt\color{skyblue}{u {\tt\color{pink}{f {\tt\color{skyblue} {a{\tt\color{pink}{i{\tt\color{skyblue} {d{\tt\color{pink}{a {\tt\color{skyblue}{h{\tt\color{pink}{{\tt\color{pink}{{\tt\color{skyblue}{ - {\tt\color{skyblue}}}}}}}}}}}}}}}}}}}}}}}}}}}}}}}}}}[/tex]

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Last Update: Tue, 19 Jul 22