Step 1: Evaluate the expression inside the parentheses. 3+6(5+4)|3²−1| = 3+6(9)|3²−1| Step 2: Evaluate the exponent inside the absolute value. 3+6(9)|3²−1| = 3+6(9)|9−1| Step 3: Evaluate the expression inside the absolute value. 3+6(9)|9−1| = 3+6(9)|8|; Since |8|=8: 3+6(9)(8) Step 4: Perform the multiplications from left to right. 3+6(9)(8) = 3+54(8); 3+54(8) = 3+432 Step 5: Perform the addition. 3+432 = 435 The final answer is 435.

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3+6 (5+4) 132 - 1

June 16, 2026Mathematics

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Answer

435

Step-by-step solution

5 steps

Evaluate the expression inside the parentheses.
$3+6(5+4)|3^2-1| = 3+6(9)|3^2-1|$
Evaluate the exponent inside the absolute value.
$3+6(9)|3^2-1| = 3+6(9)|9-1|$
Evaluate the expression inside the absolute value.
$3+6(9)|9-1| = 3+6(9)|8|$
Since $|8|=8$ :
$3+6(9)(8)$
Perform the multiplications from left to right.
$3+6(9)(8) = 3+54(8)$ $3+54(8) = 3+432$
Perform the addition.
$3+432 = 435$
The final answer is 435.

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