To find the mass of product 2, we can use the law of conservation of mass, which states that the total mass of reactants must equal the total mass of products.
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Calculate the total mass of the reactants: \[ \text{Total mass of reactants} = \text{mass of Reactant 1} + \text{mass of Reactant 2} = 12,g + 23,g = 35,g \]
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Calculate the total mass of the products: \[ \text{Total mass of products} = \text{mass of Product 1} + \text{mass of Product 2} \] We know that the mass of Product 1 is 15 g, so: \[ 35,g = 15,g + \text{mass of Product 2} \]
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Solve for the mass of Product 2: \[ \text{mass of Product 2} = 35,g - 15,g = 20,g \]
So, the mass of Product 2 is 20 g.