The sales of a certain product after an initial release can be found by the equation s=12 sqrt (4t) + 10 , where s represents the total sales (in thousands) and t represents the time in weeks after release. Make a table of values, graph the function and use the graph to estimate the sales 12 weeks after release.

Respuesta :

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Step-by-step explanation:

Given : The sales of a certain product after an initial release can be found by the equation [tex]s=12\sqrt{4t}+ 10[/tex], where s represents the total sales (in thousands) and t represents the time in weeks after release.

To find : Make a table of values, graph the function and use the graph to estimate the sales 12 weeks after release ?

Solution :

The equation [tex]s=12\sqrt{4t}+ 10[/tex]

where, s represents the total sales (in thousands) and t represents the time in weeks after release.

We put t=1,2,3,.....,12 and create a table

 t            [tex]s=12\sqrt{4t}+ 10[/tex]

 1                    34

 2                   43.94  

 3                   51.56

 4                   58

 5                   63.66

 6                   68.78

 7                   73.49  

 8                   77.88

 9                   82

 10                  85.89

 11                   89.59

 12                  93.13