With a budget of $500 and and it costing $2.75 to make each sandwich, what is the most number of sandwiches you can make?(1 point) Responses 182 sandwiches 182 sandwiches 181 sandwiches 181 sandwiches 200 sandwiches 200 sandwiches 175 sandwiches
To find the maximum number of sandwiches that can be made with a budget of $500 and a cost of $2.75 per sandwich, divide the budget by the cost per sandwich:
$500 / $2.75 = 181.82 sandwiches
Since the number of sandwiches must be a whole number, the maximum number of sandwiches that can be made is 181 sandwiches.
To find the maximum number of sandwiches you can make with a budget of $500 and a cost of $2.75 per sandwich, you need to divide the budget by the cost per sandwich:
$500 / $2.75 = 181.818 sandwiches.
Since you cannot have a fractional number of sandwiches, the maximum number of sandwiches you can make is 181.
To find the maximum number of sandwiches you can make with a given budget and cost per sandwich, you need to divide the budget by the cost per sandwich.
In this case, you have a budget of $500 and it costs $2.75 to make each sandwich.
Therefore, to find the maximum number of sandwiches, you divide the budget by the cost per sandwich:
$500 / $2.75 = 181.818
Since you cannot have a fraction of a sandwich, you round down to the nearest whole number:
181 sandwiches
Therefore, the correct answer is 181 sandwiches.