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I need explanation and answer to this 4 part question The pictures have all the information needed Jack's Doggie Sneakers makes canvas shoes for Dogs.

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The pictures have all the information needed
Jack's Doggie Sneakers makes canvas shoes for Dogs. They use canvas and the new Vibram plastic to keep the paws of your dog protected when walking in the City or out in Nature. Jack's sells the sneakers for $24.99 for a package of 4 sneakers for your dog. Jack is certain that these doggie sneakers will sell like "hotcakes." They estimate selling 35,000 packages in January, 30,500 packages in February, 36,250 packages in March and 40,500 in April. Prepare a sales budget for January, February, and March 2022. (Round to two (2) decimal places.) Prepare a production budget - January, February, and March for Jack's Doggie Sneakers. Begin with the total number of sales units from question 1. Jack estimates that the beginning balance in January will be 5,000 packages. At the end of each month, the desired ending inventory is 15% of the next month's sales. (Round to the nearest whole unit) Continuation of Jack's Doggie Sneakers Each Jack's Doggie sneakers package requires an average of 2.5 feet of heavy-duty canvas for $5.25 per foot. Jack determines that the beginning inventory for Canvas will be 12,500 feet in January, and the desired ending inventory will be 10% of the next month's production needs. Use the production budget to calculate how much canvas will be needed (in feet) and the total cost for January, February, and March 2022. (Round the canvas to the nearest whole unit and the cost to the nearest whole dollar) Continuation of Jack's Doggie Sneakers The Vibram required for a Jack's Doggie package of sneakers is 25 kilograms for $0.25 per kilogram. Jack determines that the beginning inventory for Vibram will be 125,500 kilograms in January, and the desired ending inventory will be 10% of the next month's production needs. Use the production budget to calculate how much Vibram will be needed (in kilograms) and the total cost for January, February, and March 2022. (Round the Vibram to the nearest whole unit and the cost to the nearest whole dollar) Jack's Doggie Sneakers makes canvas shoes for Dogs. They use canvas and the new Vibram plastic to keep the paws of your dog protected when walking in the City or out in Nature. Jack's sells the sneakers for $24.99 for a package of 4 sneakers for your dog. Jack is certain that these doggie sneakers will sell like "hotcakes." They estimate selling 35,000 packages in January, 30,500 packages in February. 36,250 packages in March and 40,500 in April. Prepare a sales budget for January, February, and March 2022. (Round to two (2) decimal places.) Prepare a production budget - January, February, and March for Jack's Doggie Sneakers. Begin with the total number of sales units from question 1 . Jack estimates that the beginning balance in January will be 5,000 packages. At the end of each month, the desired ending inventory is 15% of the next month's sales. (Round to the nearest whole unit) Continuation of Jack's Doggie Sneakers Each Jack's Doggie sneakers package requires an average of 2.5 feet of heavy-duty canvas for $5.25 per foot. Jack determines that the beginning inventory for Canvas will be 12,500 feet in January, and the desired ending inventory will be 10% of the next month's production needs. Use the production budget to calculate how much canvas will be needed (in feet) and the total cost for January, February, and March 2022. (Round the canvas to the nearest whole unit and the cost to the nearest whole dollar) Continuation of Jack's Doggie Sneakers The Vibram required for a Jack's Doggie package of sneakers is 25 kilograms for $0.25 per kilogram. Jack determines that the beginning inventory for Vibram will be 125,500 kilograms in January, and the desired ending inventory will be 10% of the next month's production needs. Use the production budget to calculate how much Vibram will be needed (in kilograms) and the total cost for January, February, and March 2022. (Round the Vibram to the nearest whole unit and the cost to the nearest whole dollar)

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