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Chapter 15: Chapter 15

Problem 357

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Factor \(x(y+z)+u(y+z)\)

Short Answer

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The factored form of the expression \(x(y+z)+u(y+z)\) is \((y+z)(x+u)\).
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TABLE OF CONTENTS :
TABLE OF CONTENTS

Step 1: In the expression \(x(y+z)+u(y+z)\), we can see that both terms have a common factor of \((y+z)\). #Step 2: Apply the distributive property#

Since both terms have a common factor of \((y+z)\), we can factor it out by applying the distributive property. We get: \((y+z)(x+u)\) Now, we have factored the given expression. The factored form of the expression is: \((y+z)(x+u)\)

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