Problem 59
Question
Simplify each algebraic expression. $$5(3 x+2)-4$$
Step-by-Step Solution
Verified Answer
The simplified form of the given expression is \(15x + 6\).
1Step 1: Apply the distributive property
The first step is to perform the distributive property, where 5 is multiplied with each term inside the parentheses. This yields \(5*3x+5*2\).
2Step 2: Multiply
Simply multiply the respective numbers. This will result in \(15x + 10\).
3Step 3: Subtract the constant
Subtract 4 from the expression obtained in the previous step, which yields \(15x + 10 - 4\).
4Step 4: Simplify
Perform the subtraction to simplify the expression, resulting in \(15x + 6\).
Other exercises in this chapter
Problem 59
Perform the indicated division or state that the expression is undefined. $$120 \div(-10)$$
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In Exercises \(29-72,\) use the order of operations to simplify each expression. $$4|10-(8-20)|$$
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Write each sentence as an equation. Let the variable \(x\) represent the number. Four times a number is \(28 .\)
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Simplify each algebraic expression. $$8(4 y+3)+(-35 y)$$
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