How can you solve the equation \( n - 6m = 8 \) for \( n \)?

to solve for n you have to get n on one side of the equation by itself. n-6m=8 take -6m and add to both sides. so the side that has n evens out to 0. then you have n=6m+8 it is this way because you can only add like terms. This should be all you need to do. Hope this helps

Answered by peanutbutterdog | 2024-06-10

Answer: The required solution for n is n = 8 + 6 m .
**Step-by-step explanation: **We are given to solve the following equation for the variable n :
n − 6 m = 8 ( i )
To solve the given equation for n, we must** take all the other terms to the right-hand side of the equation.**
From equation (i), we get
n − 6 m = 8 ⇒ n = 8 + 6 m .
**Thus, the required solution for n is ** n = 8 + 6 m .

Answered by ColinJacobus | 2024-06-12

To solve for n in the equation n − 6 m = 8 , you add 6 m to both sides resulting in n = 8 + 6 m . This allows you to find n based on the value of m . For example, if m = 1 , then n = 14 .
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Answered by ColinJacobus | 2024-11-01