Question

1.) You are buying flower bundles and have

$24 to spend. Rose bundles cost $4. Tulip bundles
cost $6. Write an equation to describe how many
types of each kind of bundle you can buy.

Answer 1

To determine how many rose or tulip bundles one can buy with $24, where rose bundles cost $4 and tulip bundles cost $6, you can represent this with the equation 4R + 6T = 24.

Step-by-step explanation:

If you have $24 to spend on flower bundles with roses costing $4 per bundle and tulips costing $6 per bundle, you can create an equation to determine how many of each type you can buy. Let's use R to represent the number of rose bundles and T to represent the number of tulip bundles that can be purchased. The equation that represents the situation is:

4R + 6T = 24

Every R or T in this equation stands for one bundle of roses or tulips, respectively. The coefficients (4 for R and 6 for T) refer to the cost of each bundle. This equation reflects the total amount you can spend on these flowers.

Answer 2

`4r+6t \leq 24`

Step-by-step explanation:

The cost of money spent on a rose bundle can be represented by 4r, where 4 is the cost of one rose bundle and r is the number of rose bundles purchased.

The cost of money spent on a tulip bundle can be represented by 6t, where 6 is the cost of one tulip bundle and t is the number of rose bundles purchased.

The amount spent on rose bundles added to the amount spent on tulip bundles must be equal to or less than $24, since that's all you have to spend. This can be represented using this equation:

`4r + 6t \leq 24`

:)