Question

what is the second step to solve equation #2?
divide both sides by 4
add 4 to both sides
subtract both sides by 1
add 1 to each side
what is the solution to equation #2?
n = 5
n = 6
n = 7
none of the above

Explanation:

To solve this, we assume a common linear equation structure (e.g., \(4n - 1 = 23\), a typical equation where we can test the steps).

First Sub - Question: Second Step to Solve Equation #2

1. Understand the typical first step: For an equation like \(4n - 1 = 23\), the first step is to isolate the term with the variable. We add 1 to both sides (first step: \(4n-1 + 1=23 + 1\) which simplifies to \(4n=24\)).
2. Determine the second step: After the first step (\(4n = 24\)), to solve for \(n\), we divide both sides by 4. So the second step is to divide both sides by 4.

Second Sub - Question: Solution to Equation #2

Using the assumed equation \(4n - 1 = 23\):

• First step: Add 1 to both sides: \(4n-1 + 1=23 + 1\) gives \(4n = 24\).
• Second step: Divide both sides by 4: \(\frac{4n}{4}=\frac{24}{4}\) gives \(n = 6\).

Answer:

for First Sub - Question:
Divide both sides by 4