Operations with Rational Expressions
For the first ten problems, find each product. Assume that no denominator is equal to zero. Please note the following instructions for answers which involve fractions.
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1) Find the product.
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2) Find the product.
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3) Find the product.
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4) Find the product.
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5) Find the product.
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6) Find the product.
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7) Find the product.
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8) Find the product.
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9) Find the product.
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10) Find the product.
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Dividing
For the next ten problems, find each quotient. Assume no denominator is equal to zero.
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11) Find the quotient.
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12) Find the quotient.
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13) Find the quotient.
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14) Find the quotient.
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15) Find the quotient.
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16) Find the quotient.
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17) Find the quotient.
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18) Find the quotient.
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19) Find the quotient.
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20) Find the quotient.
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Extra Practice: Check with you instructor to see if s/he would like for you to do some extra practice problems. Click here to view the practice worksheet.
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Adding and Subtracting
For the next five problems, find the Least Common Denominator (LCD) for each set of rational expressions.
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21) Find the LCD.
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22) Find the LCD.
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23) Find the LCD. |
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24) Find the LCD.
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25) Find the LCD.
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For the next ten problems, find each sum and/or difference.
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26) Find the sum.
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27) Compute.
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28) Find the difference.
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29) Find the sum.
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30) Find the difference.
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31) Find the difference.
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32) Find the sum.
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33) Find the sum.
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34) Find the difference.
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35) Find the difference.
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Extra Practice: Check with you instructor to see if s/he would like for you to do some extra practice problems. Click here to view the practice worksheet.
Extra Practice: Check with you instructor to see if s/he would like for you to do some extra practice problems. Click here to view the practice worksheet.
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Solving Rational Equations
For the next ten problems, solve each equation.
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36) Solve for “n.”
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37) Solve for “x.”
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38) Solve for “a.”
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39) Solve for “x.”
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40) Solve for “x.”
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41) Solve for “n.”
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42) Solve for “u.”
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43) Solve for “n.”
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44) Solve for “m.”
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45) Solve for “a.”
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46) If you were directed by your school to complete Offline Activities for this course, please enter the information on the Log Entry form. |
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