Question

Sarah is selling bracelets and necklaces to make money for her summer vacation. The bracelets cost $2 and the necklaces cost $3. She needs to make more than $500. Sarah knows that she will sell greater than 50 bracelets. Which of the following choices would be a system of inequalities for Sarah’s situation?

Answer 1

The system of inequalities representing Sarah's situation, considering the price of bracelets and necklaces and the target earnings, is 2b + 3n > 500 and b > 50, where b is the number of bracelets and n is the number of necklaces.

Step-by-step explanation:

To create a system of inequalities for Sarah's situation, we need to take into account the price of bracelets and necklaces, the minimum sales needed for bracelets, and the goal of earning more than $500.

Let's define b as the number of bracelets and n as the number of necklaces Sarah sells. We have two inequalities based on the given information:

• Sarah needs to make more than $500: 2b + 3n > 500.
• Sarah will sell greater than 50 bracelets: b > 50.

Therefore, the system of inequalities that represents Sarah's situation is:

• 2b + 3n > 500
• b > 50

Answer 2

85 Necklaces and ----- Bracelets.

Step-by-step explanation:

500 Divided by 2 = 250, The 500 is the amount in total,The 250 is the amount of bracelets and necklaces needed for 500$ To be a accurate number for 'Sarah's ' Situation. Now 250 divided by 2 is 125. It was divided by 2 so it can be the amount the bracelets cost. Or instead of dividing to get 250, You can multiply and do 2x125=250, So them add Go on from there, Its not to hard but if you need more help I'm here!

Now for the necklace portion of it. 3x80=240, So she sold 80 necklaces. Than sold 3 more. Now you have a total of 250.