Answer:
Product category units cost NRV year-end inventory
Tools:
-
Hammers 120 <u>$5.50</u> $6.00 $660
- Saws 250 $10.50 <u>$9.50</u> $2,375
- Screwdrivers 350 <u>$2.50</u> $3.10 $875
Paint products:
-
1-gallon cans 550 $6.50 <u>$5.50</u> $3,025
- Paint brushes 120 <u>$4.50</u> $5.00 $540
1) carrying value of year-end inventory:
Tools:
-
Hammers $660
- Saws $2,375
- Screwdrivers $875
- sub-total $3,910
Paint products:
-
1-gallon cans $3,025
- Paint brushes $540
- sub-total $3,565
Total $7,475
2) adjustment to tools:
Dr Cost of goods sold 250
Cr Inventory: tools 250
adjustment to paint products:
Dr Cost of goods sold 550
Cr Inventory: paint products 550
or total adjustment to inventory account:
Dr Cost of goods sold 800
Cr Inventory 800
<span>I learned that when shopping for tires, it's good to keep an open mind and go with what you can afford, and get the best quality your dollar amount can purchase. It's best to go to several places that sell tires and get quotes on the tires, and if you can get the same tires for less, go with those. Hope this helped :) </span>
Answer:
animated and cute animals antics
Explanation:
It will go viral by little animation and those cute animals moments because everyone loves animals they are very cute and funny animals moments also so it will go viral
<span>The
excess is called a net loss. Net loss happens when the amount of expenses exceeds
the amount of revenues generated. Net loss is the difference between the
revenue and expenses wherein the expenses is bigger than the revenues. The
excess is the amount of money the company had overspent. </span>
Answer:
The business should order the inventory 25 times per year in a lot of 100 to minimize the inventory costs.
Explanation:
To calculate the lot size that minimizes the inventory cost, we will calculate the economic order quantity (EOQ) which is the order quantity that a business should order in each order to minimize the inventory related costs. The EOQ can be calculated using the attached formula,
EOQ = √[(2 * 2500 * 20) / 10]
EOQ = 100 packages
The lot size for each order should be 100 to minimize the inventory costs.
We can calculate the number of reorders per year by dividing the total annual demand by the EOQ.
Number of orders = 2500 / 100
Number of orders = 25 times