Final Answer:
The ordered pairs for the cost of jewelry, considering bracelets at $3 and necklaces at $6, are as follows:
- For 0 pieces: (0, 0)
- For 1 piece: (3, 6)
- For 2 pieces: (6, 12)
- For 3 pieces: (9, 18)
- For 4 pieces: (12, 24)
Step-by-step explanation:
In this scenario, the cost of bracelets is $3, and necklaces cost $6. To determine the cost for a given number of pieces, we can use the following relationship:
- Cost of bracelets (B) = 3 * Number of bracelets (n)
- Cost of necklaces (N) = 6 * Number of necklaces (m)
Now, let's create ordered pairs for the given values:
- For 0 pieces: (0, 0) - This represents the starting point where no bracelets or necklaces are purchased, resulting in zero cost.
- For 1 piece: (3, 6) - When one bracelet is purchased, the cost is $3, and when one necklace is purchased, the cost is $6.
- For 2 pieces: (6, 12) - If two bracelets are bought, the cost is 2 * $3 = $6, and if two necklaces are bought, the cost is 2 * $6 = $12.
- For 3 pieces: (9, 18) - Similarly, the cost for three bracelets is 3 * $3 = $9, and for three necklaces, it's 3 * $6 = $18.
- For 4 pieces: (12, 24) - When four bracelets are purchased, the cost is 4 * $3 = $12, and for four necklaces, the cost is 4 * $6 = $24.
By graphing these ordered pairs, you would observe a linear relationship between the number of pieces and the cost, with the slope being the cost per item for each type of jewelry.