Use the order of operations to evaluate the expression.
4x(34-12)+3x6
First, we need to evaluate what's inside the parentheses:
34-12 = 22
Next, we need to apply the multiplication:
4x22 = 88
Then, we can simplify the second part:
3x6 = 18
Finally, we can add the two results:
88 + 18 = 106
Therefore, the answer is 106.
Use the order of operations to evaluate the expression.
4x(3/4-1/2)+3x6
First, we need to evaluate what's inside the parentheses:
3/4 - 1/2 = 3/4 - 2/4 = 1/4
Next, we need to apply the multiplication:
4 x 1/4 = 1
Then, we can simplify the second part:
3 x 6 = 18
Finally, we can add the two results:
1 + 18 = 19
Therefore, the answer is 19.
Which expression represents the following calculation?
Add 450 to 348, and then multiply by 7
To evaluate the expression 4x(34-12)+3x6 using the order of operations, we follow these steps:
Step 1: Simplify the parentheses.
34 - 12 = 22
Step 2: Perform the multiplications.
4x22 = 88
3x6 = 18
Step 3: Perform the additions.
88 + 18 = 106
Therefore, the value of the expression 4x(34-12)+3x6 is 106.
To evaluate the expression 4x(34-12)+3x6 using the order of operations, you should follow these steps:
1. First, simplify within parentheses. In this case, you have (34-12), which equals 22. Rewrite the expression as 4x22+3x6.
2. Next, perform any multiplications from left to right. Multiply 4 by 22, which equals 88. Rewrite the expression as 88+3x6.
3. Lastly, perform any remaining multiplications from left to right. Multiply 3 by 6, which equals 18. Rewrite the expression as 88+18.
4. Lastly, perform the addition. Add 88 to 18, which equals 106.
Therefore, the expression 4x(34-12)+3x6 evaluates to 106.