Chemistry 10th Edition

Published by Brooks/Cole Publishing Co.
ISBN 10: 1133610668
ISBN 13: 978-1-13361-066-3

Chapter 2 - Chemical Formulas and Composition Stoichiometrhy - Exercises - Determination of Simplest and Molecular Formulas - Page 76: 65

Answer

$C_4 H_8 O$

Work Step by Step

Step 1: Use $CO_2$ and $H_2 O$ to get the mass of Carbon and Hydrogen, respectively. Mass of carbon = $2.92 \times \frac{12~C}{44~CO_2 } = 0.7963~grams$ Mass of hydrogen= $1.22 \times \frac{2~H}{18~H_2 O} = 0.1356~grams$ Mass of oxygen = 1.20 - (0.7963 + 0.1356) = 0.2681 grams. Step 2: Calculate the number of moles C = 0.7963/12 = 0.06636 H = 0.1356/1 = 0.1356 O = 0.2681/16 = 0.01676 Step 3 Divide by the smallest number of mole C = 0.06636/0.01676 = 3.959 = 4 H = 0.1356/0.01676 = 8.091 = 8 O = 0.01676/0.01676 = 1 = 1 The molecular formula will be $C_4 H_8 O$
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