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Julia works at a music store. One of her jobs is to stock new CDs on the shelf. A recent order arrived with 215 classical CDs, 125 jazz CDs, and 330 soft rock CDs.

Part A
julia needs to place the CDs on the sale racks wth 5 CDs in each group. Write two different equations that can be used to show how many groups, g Julia will use to arrange all the CDS.
Equation:

Respuesta :

NeonX
Equation: {[(215+125)+330)]/5} /is divided by.

Solution:

Total Number of CD's=215 classical CD's + 125 jazz CD's, and 330 soft rock CD's

       =215+125+330

      =340+330

      =670 CD's

Number of CD's that Julia want to place in each group = 5 CD's

There are two ways in which 5 CD's can be placed in a group, either 5 CD's in a row or 5 CD's in a Column.

Let number of rows that contain 5 CD's in a group in the shelf = x

And, Number of Columns which contain 5 CD's in a group in the shelf= y

Equation containing number of groups containing 5 CD's can be written as

→5 x=670

OR

→5 y= 670

Total number of groups in either case will be

[tex]=\frac{670}{5}\\\\=154[/tex]

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