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Tara has a box of 908 beads for making bracelets. She wants to put 15 beads oh eachiogracelet she makes. What is the greatest number of bracelets Tara can make with these beads? A. 61 B. 70 C. 60 A. 68

Ask by Sullivan Weston. in the United States
Mar 11,2025

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Answer

Tara can make 60 bracelets with 908 beads.

Solution

1. Let the total number of beads be \( T = 908 \) and the number of beads required for each bracelet be \( B = 15 \). 2. To determine how many complete bracelets Tara can make, divide the total number of beads by the number of beads per bracelet: \[ \text{Number of bracelets} = \frac{908}{15} \] 3. Calculate the exact division: \[ 15 \times 60 = 900 \] Since \( 908 - 900 = 8 \) beads remain, and \( 15 \times 61 = 915 \) exceeds the available beads, Tara can only complete 60 bracelets. 4. Therefore, the greatest number of bracelets Tara can make is \( \boxed{60} \).

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The Deep Dive

To find out how many bracelets Tara can make, simply divide the total number of beads by the number of beads per bracelet: 908 ÷ 15. When you do the math, you'll find that Tara can make 60 bracelets with some beads left over. It's a fun way to explore division and see how it applies to creative projects, turning a simple math problem into a crafting adventure! In real-world applications, knowing how to divide resources is crucial, especially in crafts, event planning, and budgeting. Imagine organizing a party and needing to figure out how many goodie bags you can fill with a limited number of treats or supplies. Mastering these calculations can help streamline your planning processes and ensure that everything is just right!

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