Sum of Net Income for 2023:
2023 Average Income Growth Rate is 3.86%
2023 weekly Rate of Change
Formula
Average Growth Rate=(∏_i^n=1(1+r_i)^1/n−1
Where ri is the rate of change for each period, and n is the number of periods (15 weeks).
Let's calculate this step by step:
Convert weekly percentage changes to decimals and add 1: 1 + 0.19811321 = 1.19811321 1 - 0.26535433 = 0.73464567 1 - 0.4812433 = 0.5187567 1 + 1.68595041 = 2.68595041 1 - 0.00769231 = 0.99230769 1 - 0.35658915 = 0.64341085 1 + 3.14168675 = 4.14168675 1 - 0.85047708 = 0.14952292 1 + 2.65758755 = 3.65758755 1 - 0.22340426 = 0.77659574 1 - 0.10958904 = 0.89041096 1 - 0.10107692 = 0.89892308 1 + 0.54150265 = 1.54150265 Compute the product of all these growth factors: 1.19811321×1×0.73464567×0.5187567×2.68595041×0.99230769×0.64341085×4.14168675×0.14952292×3.65758755×0.77659574×0.89041096×0.89892308×1.541502651.19811321 \times 1 \times 0.73464567 \times 0.5187567 \times 2.68595041 \times 0.99230769 \times 0.64341085 \times 4.14168675 \times 0.14952292 \times 3.65758755 \times 0.77659574 \times 0.89041096 \times 0.89892308 \times 1.541502651.19811321×1×0.73464567×0.5187567×2.68595041×0.99230769×0.64341085×4.14168675×0.14952292×3.65758755×0.77659574×0.89041096×0.89892308×1.54150265
Take the 15th root of this product: (product of growth factors)115\left( \text{product of growth factors} \right)^{\frac{1}{15}}(product of growth factors)151
Subtract 1 from the result to get the average growth rate in decimal form. Convert back to a percentage by multiplying by 100.
The average growth rate over the 15 weeks is approximately 3.86%. This rate represents the average weekly growth rate of your net income over the given period