Groeifactoren en procentuele verandering

\(g_{\text{dag}} = {-9{,}2 \over 100} + 1 = 0{,}908\)

\(g_{\text{jaar}} = {-74{,}2 \over 100} + 1 = 0{,}258\)

De toename is \((0{,}966 - 1) × 100\% = -3{,}4\% \text{,}\) dus een afname van \(3{,}4\%\) per kwartier.

De toename is \((0{,}008 - 1) × 100\% = -99{,}2\% \text{,}\) dus een afname van \(99{,}2\%\) per minuut.

De toename is \((1{,}093 - 1) × 100\% = 9{,}3\%\) per uur.

De toename is \((1{,}172 - 1) × 100\% = 17{,}2\%\) per jaar.

De toename is \((6{,}496 - 1) × 100\% = 549{,}6\%\) per week.

\(g_{\text{jaar}} = {4{,}8 \over 100} + 1 = 1{,}048\)

\(g_{\text{minuut}} = {75{,}1 \over 100} + 1 = 1{,}751\)

\(g_{\text{uur}} = {513{,}8 \over 100} + 1 = 6{,}138\)