The function \( g(n) = 25 - 49(n - 1) \) can be simplified. Let's simplify it step by step: 1. Distribute the \(-49\) across \((n - 1)\): \[ g(n) = 25 - 49n + 49 \] 2. Combine like terms: \[ g(n) = (25 + 49) - 49n \] \[ g(n) = 74 - 49n \] So, the simplified form of the function is: \[ g(n) = 74 - 49n \] If you have further questions or need additional information, feel free to ask!

g(n)=25-49(n-1)

1 answer

The function \( g(n) = 25 - 49(n - 1) \) can be simplified. Let's simplify it step by step:

Distribute the \(-49\) across \((n - 1)\): \[ g(n) = 25 - 49n + 49 \]
Combine like terms: \[ g(n) = (25 + 49) - 49n \] \[ g(n) = 74 - 49n \]

So, the simplified form of the function is: \[ g(n) = 74 - 49n \]

If you have further questions or need additional information, feel free to ask!