sherris bakery has sold 75 bagels. she needs to sell at least 450 bagels to make a profit for the day. what is the solution of an inequality showing the number of bagels (b) that she still needs to sell
The inequality that represents the number of bagels (b) that Sherri still needs to sell to make a profit for the day is:
b ≥ 450 - 75
Simplifying the expression on the right side:
b ≥ 375
Therefore, Sherri still needs to sell at least 375 bagels to make a profit for the day.
To find the solution of the inequality showing the number of bagels Sherri still needs to sell, we can set up an inequality equation.
Let "b" represent the number of bagels Sherri still needs to sell.
According to the problem, Sherri has already sold 75 bagels. So, the number of bagels she still needs to sell will be the difference between the minimum number of bagels she needs to make a profit (450) and the number of bagels already sold (75):
b = 450 - 75
Simplifying the equation:
b = 375
So the solution of the inequality, showing the number of bagels Sherri still needs to sell (b), is 375.
To find the solution of the inequality showing the number of bagels that Sherri still needs to sell, let's set up the inequality.
Given that Sherri has already sold 75 bagels and needs to sell at least 450 bagels to make a profit for the day, the inequality can be represented as:
b ≥ 450 - 75
Simplifying the right side of the inequality:
b ≥ 375
Therefore, the solution of the inequality showing the number of bagels Sherri still needs to sell is b ≥ 375.