To minimize the cost, you should order 2 of type A and 38 of type B.
Here's the explanation:
The total cost of ordering 2 of type A tables would be 2 * (265 + 25) = $580.
The total cost of ordering 38 of type B tables would be 38 * (100 + 13) = $4,674.
So the total cost of ordering 2 of type A and 38 of type B tables would be $580 + $4,674 = $5,254.
If you order 20 of type A and 20 of type B, the total cost would be 20 * (265 + 25) + 20 * (100 + 13) = $8,700.
If you order 30 of type A and 10 of type B, the total cost would be 30 * (265 + 25) + 10 * (100 + 13) = $9,150.
If you order 38 of type A and 2 of type B, the total cost would be 38 * (265 + 25) + 2 * (100 + 13) = $9,648.
Therefore, ordering 2 of type A and 38 of type B would result in the lowest cost.
Your furniture store sells two types of dining room tables. The first type A, costs $265 and you make a $25 and you make a $25 profit on each one. The second, type B costs, 100 and you make a 13 profit on each one. You can order no more than 40 tables this month and you need to make at least one of each of table how many of each type of table should you order at least one of each type of table how many of each type should you order if you want to minimize your cost
20 of type A; 20 of type B
2 of type A; 38 of type B
30 of type A; 10 of type B
38 of type A; 2 of type B
1 answer