# Exponential growth calculator

Some things grow or decay in an exponential way. This means that for every time unit (e.g. a day) the metric changes with ± the same percentage.
If you can say "it doubles every _ days" => this means it has exponential growth/increase!
If you can say "it drops to half every _ days", it has logarithmic decay/decrease!

### Exponential factor

• 1000000 → 2320000000 = multiply by 2320.00 (or + 231900.00 %) in 14 year(s)
• multiply by 1.01 (or + 1.07 %) in 1 week
• multiply by 1.05 (or + 4.72 %) in 1 month
• multiply by 1.74 (or + 74 %) in 1 year
• multiply by 254.24 (or + 25324 %) in 1 decade
• goes x 2 every 1.25 year(s)
• goes x 5 every 2.91 year(s)
• goes x 10 every 4.16 year(s)
• goes x 100 every 8.32 year(s)

### Extrapolation of data points

 After 7.00 year(s) 48,166,378 interpolation After 1.40 decade(s) 2,320,000,000 data point After 2.10 decade(s) 111,745,997,691 extrapolation After 2.80 decade(s) 5,382,400,000,000 extrapolation After 3.50 decade(s) 259,250,714,643,566 extrapolation After 4.20 decade(s) 12,487,168,000,000,030 extrapolation