rachel sells handmade jewelry at an outdoor craft fair. the lists show the price of each bracelet, ring, and…

rachel sells handmade jewelry at an outdoor craft fair. the lists show the price of each bracelet, ring, and necklace that rachel will offer for sale this weekend.\nbracelets\n$29 $31 $33 $35 $39 $41 $45 $33 $35\nrings\n$23 $23 $25 $25 $25 $29 $35 $55\nnecklaces\n$76 $59 $59 $69 $69 $55\nbased on the data, which type of jewelry has the largest range?\nbracelets rings necklaces\nwhich is the best explanation for why that is the case?\none bracelet is much less expensive than the others.\nevery necklace is more expensive than the most expensive bracelet.\none ring is much more expensive than the others.\nthe most expensive item is a necklace.

rachel sells handmade jewelry at an outdoor craft fair. the lists show the price of each bracelet, ring, and necklace that rachel will offer for sale this weekend.\nbracelets\n$29 $31 $33 $35 $39 $41 $45 $33 $35\nrings\n$23 $23 $25 $25 $25 $29 $35 $55\nnecklaces\n$76 $59 $59 $69 $69 $55\nbased on the data, which type of jewelry has the largest range?\nbracelets rings necklaces\nwhich is the best explanation for why that is the case?\none bracelet is much less expensive than the others.\nevery necklace is more expensive than the most expensive bracelet.\none ring is much more expensive than the others.\nthe most expensive item is a necklace.

Answer

Explanation:

Step1: Calculate range of bracelets

The range is the difference between the maximum and minimum values. For bracelets, the minimum value is $29$ and the maximum value is $45$. So the range is $45 - 29=16$.

Step2: Calculate range of rings

For rings, the minimum value is $23$ and the maximum value is $55$. So the range is $55 - 23 = 32$.

Step3: Calculate range of necklaces

For necklaces, the minimum value is $55$ and the maximum value is $76$. So the range is $76 - 55=21$.

Step4: Compare ranges

We have the range of bracelets as $16$, rings as $32$ and necklaces as $21$. Since $32>21 > 16$, rings have the largest range. The reason is that one ring ($$55$) is much more expensive than the others which pulls the range up.

Answer:

rings One ring is much more expensive than the others.