Problem 10
Question
For the following problems, simplify the expressions. $$ 48-3\left[\frac{1+17}{6}\right] $$
Step-by-Step Solution
Verified Answer
Question: Simplify the expression \(48 - 3\times\left(\frac{1+17}{6}\right)\).
Answer: 39
1Step 1: Perform addition inside the bracket
Inside the brackets, we have the expression \(\frac{1+17}{6}\). First, we will perform the addition:
$$
\frac{1+17}{6} = \frac{18}{6}
$$
2Step 2: Perform division inside the bracket
Now, we will perform the division:
$$
\frac{18}{6} = 3
$$
The expression inside the bracket simplifies to 3.
3Step 3: Multiply the result with the number outside the bracket
Now, we have: \(48 - 3\times\left(3\right)\).
We will multiply the number outside the bracket (3) with the simplified expression:
$$
3\times3 = 9
$$
4Step 4: Subtract the result from the given number
Finally, we will subtract the result obtained in step 3 from the given number (48):
$$
48 - 9 = 39
$$
The simplified expression is 39.
Other exercises in this chapter
Problem 9
Is 0 greater than all negative numbers?
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Use the order of operations to find each value. $$\frac{19+2\\{5+2[18+6(4+1)]\\}}{5 \cdot 6-3(5)-2}$$
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Perform each multiplication in one step. $$ (x-y)^{3} \cdot 4(x-y)^{2} $$
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Make use of either or both the power rule for products and the power rule for powers to simplify each expression. $$ \left[10 t^{4} y^{7} j^{3} d^{2} v^{6} n^{4
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