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Chapter 6: Problem 50

Simplify each algebraic expression. \(2(5 x+4)-3\)

Short Answer

Expert verified
The simplified version of the given algebraic expression is \(10x + 5\)

Step by step solution

01

Apply the distributive property

Using the distributive property, the expression inside the brackets should be multiplied by the term outside the brackets, which is \(2\), i.e., \(2 * 5x + 2 * 4\). This gives \(10x + 8\)
02

Subtract 3 from the Result of Step 1

Subtract \(3\) from the result of Step 1 to give \(10x + 8 - 3\)
03

Simplify the Resulting Expression

This results in the simplified expression \(10x + 5\)

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