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D a t a d a r i k ese t imban g an : 2 H I + 4 m u ( g ) ⇆ H 2 ​ ( g ) + I 2 ​ ( g ) H a r g a t e t a p an k ese t imban g an ( Kc ) d a r i re ak s i t erse b u t a d a l ah ...

  1. K c space equals space fraction numerator open square brackets 0 comma 02 close square brackets space open square brackets 0 comma 02 close square brackets over denominator open square brackets 0 comma 06 close square brackets end fraction

  2. K c space equals space fraction numerator open square brackets 0 comma 02 close square brackets space open square brackets 0 comma 02 close square brackets over denominator open square brackets 0 comma 06 close square brackets squared end fraction

  3. K c space equals space fraction numerator open square brackets 0 comma 06 close square brackets squared over denominator open square brackets 0 comma 02 close square brackets space open square brackets 0 comma 02 close square brackets end fraction

  4. K c space equals space fraction numerator open square brackets 0 comma 04 close square brackets space open square brackets 0 comma 02 close square brackets over denominator open square brackets 0 comma 02 close square brackets space end fraction

  5. K c space equals space fraction numerator open square brackets 0 comma 04 close square brackets over denominator open square brackets 0 comma 02 close square brackets space open square brackets 0 comma 02 close square brackets end fraction

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A. Ratna

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Mahasiswa/Alumni Universitas Negeri Malang

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Pembahasan

K c space equals space fraction numerator left square bracket I subscript 2 right square bracket space left square bracket H subscript 2 right square bracket over denominator left square bracket H I right square bracket squared end fraction space equals space fraction numerator left square bracket 0 comma 02 right square bracket space left square bracket 0 comma 02 right square bracket over denominator left square bracket 0 comma 06 right square bracket squared end fraction

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