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(FINAL) Chemistry Notebook 2016-17

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Moles to Mass: (*in a balanced equation, everything on both sides is equal to each other as a ratio)<br />

(1) For the balanced equation shown below, how many grams of S reacted, if 0.147moles of Al^2S^3 are produced?<br />

_2_Al+_3_S=>_1_Al^2S^3<br />

1. Take the amount you are given (in this case, 0.147 moL Al^2S^3) and convert to moLs of the desired element<br />

(through the balanced equation given)<br />

0.147 _____________________________<br />

moL Al^2S^3 // 3 moL S<br />

1 moL Al^2S^3<br />

2. Take the moLs of the substance you've converted to (3 moLs of S), and turn those into grams (the desired unit = grams of S)<br />

___________________________________________<br />

0.147 moL Al^2S^3 // 3 moL S // 32 g of S<br />

1 moL Al^2S^3 // 1 moL of S<br />

3. Multiply across the top and the bottom<br />

___________________________________________ 0.147 moL Al^2S^3 // 3 moL S // 32 g of S<br />

-><br />

1 moL Al^2S^3 // 1 moL of S<br />

14.112 ______<br />

1<br />

-> 14.112 g of S<br />

4. Apply significant figures<br />

14.112 g of S -> (only 3 significant figures given at the beginning of the problem) -> 14.1 g of S<br />

The answer is : 14.1 g of S<br />

Mass to Mass:<br />

(*in a balanced equation, everything on both sides is equal to each other as a ratio)<br />

(1) For the balanced equation shown below, how many grams of Al will react with 12.4 grams of Al2O3?<br />

_2_Al+_3_MnO=>_1_Al^2O^3+_3_Mn<br />

1. Take the amount you are given (in this case, 12.4g Al^2O^3) and convert to the moLs of the compound<br />

^<br />

(*find the molar mass of the compound so you can convert)<br />

Al 2 * 27<br />

O 3 * 16<br />

^<br />

amount of the element you have<br />

54+48= 102g/moL Al^2O^3<br />

12.4g __________________________<br />

Al^2O^3 // 1 moL Al^2O^3<br />

// 102 g Al^2O^3<br />

2. Convert to the desired element/compound through mole:mole ratios (in this case, to moLs of Al through the balanced equation)<br />

__________________________________________<br />

12.4g Al^2O^3 // 1 moL Al^2O^3 // 2 moL Al<br />

// 102 g Al^2O^3 // 1 moL Al^2O^3<br />

3. Find the mass of the desired element through conversion of the mole<br />

___________________________________________________<br />

12.4g Al^2O^3 // 1 moL Al^2O^3 // 2 moL Al // 27g Al<br />

// 102 g Al^2O^3 // 1 moL Al^2O^3 // 1 moL Al<br />

4. Multiply across the top and the bottom, then divide.<br />

___________________________________________________ 12.4g Al^2O^3 // 1 moL Al^2O^3 // 2 moL Al // 27g Al -><br />

// 102 g Al^2O^3 // 1 moL Al^2O^3 // 1 moL Al<br />

_____ 669.6<br />

102<br />

-> 6.564705882 g Al -> (*apply sig. fig.) -> 6.56 g Al<br />

107

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