Do the Math Gwen opens a savings account with 50.00 Over the next year,she plans to deposit 10.00 each month into the account. Write a linear function for the amount A. in dollars, in Gwen's account after x months. Because the amount in Gwen's savings account is increasing, the slope is The amount is increasing by square each month, so the slope of the function is square The opening value of Gwen's savings account is square so the y-intercept is square Use the slope and the y-intercept to write the linear function. A(x)=square +square x What are the domain and the range for the general function A(x) The domain and the range A(x)=square +square xareunderline ( ). What are the domain and the range in the context of this real-world problem? In the context of Gwen's saving account, the domain is the number of in a year, and it is represented by the __ values from x=square to x=square . The range, which represents the __ of Gwen's savings account.is the y-values of the function evaluated for each domain value.The range is 50, square ....150. Graph the function. The graph should consist of __ because the value of Gwen's account only changes __ per month. __

1. The amount is increasing by 10.00.2. The opening value of Gwen's savings account is 50.00.3. Use the slope and the y-intercept to write the linear function: 4. The domain and the range for the general function \(A(x)\) are: - Domain: All real numbers ( ) - Range: All real numbers ( )5. The domain and the range in the context of this real-world problem are: - Domain: (since x represents months, and we're considering a 1-year period) - Range: \(50 \leq A(x) \leq 170\) (since the minimum amount is 170)6. The graph should consist of discrete points because the value of Gwen's account only changes once per month.7. After 12 months, Gwen will have saved: So, Gwen will have saved $170.00 after 12 months.