UEM INVERNO 2023 - ESTEQUIOMETRIA
2 participantes
PiR2 :: Química :: Físico-Química
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UEM INVERNO 2023 - ESTEQUIOMETRIA
Sabendo-se que uma substância X reage com uma substância Y produzindo as substâncias Z e W, e considerando as duas reações descritas no quadro a seguir, realizadas sob as mesmas condições, assinale o que for correto.
![UEM INVERNO 2023 - ESTEQUIOMETRIA 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)
01) O valor de a é 18g.
02) O valor de b é 18g.
04) O valor de c é 30g.
08) O valor de d é 14,7g.
16) O reagente limitante na reação 1 é Y.
Gabarito: 01 e 02.
Como encontrar o resultado da alternativa 02?
01) O valor de a é 18g.
02) O valor de b é 18g.
04) O valor de c é 30g.
08) O valor de d é 14,7g.
16) O reagente limitante na reação 1 é Y.
Gabarito: 01 e 02.
Como encontrar o resultado da alternativa 02?
AnaBe21- Iniciante
- Mensagens : 1
Data de inscrição : 02/07/2024
Re: UEM INVERNO 2023 - ESTEQUIOMETRIA
AnaBe21, de acordo com a TABELA podemos montar a seguinte regra de três:AnaBe21 escreveu:Sabendo-se que uma substância X reage com uma substância Y produzindo as substâncias Z e W, e considerando as duas reações descritas no quadro a seguir, realizadas sob as mesmas condições, assinale o que for correto.
01) O valor de a é 18g.
02) O valor de b é 18g.
04) O valor de c é 30g.
08) O valor de d é 14,7g.
16) O reagente limitante na reação 1 é Y.
Gabarito: 01 e 02.
Como encontrar o resultado da alternativa 02?
40 X -------- 71 Z
b------------- 21,3 Z
b = 12 + 6 (excesso de X) = 18
![lol!](https://2img.net/i/fa/i/smiles/lol.gif)
![lol!](https://2img.net/i/fa/i/smiles/lol.gif)
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![lol!](https://2img.net/i/fa/i/smiles/lol.gif)
Jigsaw- Monitor
- Mensagens : 648
Data de inscrição : 26/12/2020
Localização : São Paulo/SP
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