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Given the Equation 2H_(2)Oarrow 2H_(2)+O_(2) How Many Moles of H_(2)O Would Be Required to Produce 2.5 Moles of O_(2) A. 1.0 Mol B. 2.0

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Given the equation 2H_(2)Oarrow 2H_(2)+O_(2) how many moles of H_(2)O would be required to produce
2.5 moles of O_(2)
A. 1.0 mol
B. 2.0 mol
C. 4.0 mol
D. 5.0 mol
A
B
C
D

Given the equation 2H_(2)Oarrow 2H_(2)+O_(2) how many moles of H_(2)O would be required to produce 2.5 moles of O_(2) A. 1.0 mol B. 2.0 mol C. 4.0 mol D. 5.0 mol A B C D

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Usta · 5 yıl öğretmeni

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To determine how many moles of are required to produce 2.5 moles of , we need to use the stoichiometric relationship from the balanced chemical equation: From the equation, we see that 2 moles of produce 1 mole of . Therefore, the ratio of to is 2:1.Given that we need to produce 2.5 moles of , we can set up the proportion: Solving for : So, 5.0 moles of are required to produce 2.5 moles of .The correct answer is:D. 5.0 mol