Problem 3
Question
Use the grouping symbols to help perform the following operations. $$4[2(11-5)]$$
Step-by-Step Solution
Verified Answer
Answer: 48
1Step 1: Solving the operation within parentheses
Start by solving the expression within the parentheses: \((11-5)\). Subtract 5 from 11 to get 6: \(4[2(6)]\).
2Step 2: Solving the operation within the brackets
Now, we must perform the multiplication inside the brackets with the operation: \(2(6)\). Multiply 2 by 6 to get 12: \(4[12]\).
3Step 3: Perform the final multiplication
Lastly, we must perform the multiplication of the remaining expression: \(4[12]\). Multiply 4 by 12 to get the final result, which is 48: \(4 \cdot 12 = 48\).
So, $$4[2(11-5)] = 48$$.
Other exercises in this chapter
Problem 3
Fill in the \((\quad)\) with the proper number or letter so as to make the statement true. Use the commutative properties. $$9 \cdot 7=(\quad) \cdot 9$$
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Is every integer a rational number?
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For the following problems, simplify the expressions. $$ 26 \div 2-10 $$
View solution Problem 4
Find each product. $$ c^{12} \cdot c^{8} $$
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