Equipment 1: Apple MacBook Pro 16" M3 Max

• Use: High-performance laptop for large graphic/video rendering projects
• Estimated Price:
• URL: https://www.apple.com/macbook-pro/
• Priority: First
• Years to Save: 7
• Interest Rate: 10%

Equipment 2: Wacom Cintiq Pro 27 Drawing Tablet

• Use: Professional digital sketching and editing
• Estimated Price:
• URL: https://www.wacom.com/en-us/products/pen-displays/wacom-cintiq-pro-27
• Priority: Second
• Years to Save: 6
• Interest Rate: 6%

Equipment 3: Canon image PROGRAF PRO-1000 Printer

• Use: High-resolution prints for client delivery and portfolio
• Estimated Price:
• URL: https://www.usa.canon.com/shop/p/imageprograf-pro-1000
• Priority: Third
• Years to Save: 5
• Interest Rate: 4%

To help grow my Ostrich Go Neck Pillow business, I've chosen three essential tools that will improve my

work quality and efficiency. First, I plan to buy aMacBook Pro 16"in 7 years. Instead of borrowing money

later, I'll invest$2,052.12 now, assuming a10% annual interest rate, so it grows to the amount I'll need.

Next, I want aWacom Cintiq Pro 27drawing tablet in 6 years. With a6% interest rate, I need to invest

$2,467.36 today. Lastly, I'll purchase aCanon PRO-1000 printerin 5 years. Since it's less urgent, I only

need to invest$1,110.39 nowat a4% interest rate. This plan allows me to save smartly, avoid debt, and

prepare for future business needs through disciplined investing.

Sincerely,

Jack

A B C D 1 Jack Silverio Priority #1 Priority #2 Priority #3 2 Apple MBP 16" M3 Max Wacom Cintiq Tablet Canon PROGRAF Printer 3 Price 3,999 3,500 1.299 A Interest Rate 0.1 0.06 0.04 5 Years 7 6 Present Value $2,052.12 $2,467.36 $1,110.39 7The mathematical formula for calculating compound interest depends on several factors. These factors include the amount of money deposited called the principal, the annual interest rate (in decimal form), the number of times the money is compounded per year, and the number of years the money is left in the bank. A=P(1+;)\" Where, P = principal amount (generated by Compound Hustle) r = annual nominal interest rate (as a decimal) n= number of times the interest is compounded per year t= number of years