In the Solow model, the equation of capital accumulation is $K _ { t + 1 } = K _ { t } + I _ { t } - \bar { d } K _ { t }$ .

Name: In the Solow model, the equation of capital accumulation is $K _ { t + 1 } = K _ { t } + I _ { t } - \bar { d } K _ { t }$ .
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Question

In the Solow model, the equation of capital accumulation is $K _ { t + 1 } = K _ { t } + I _ { t } - \bar { d } K _ { t }$  .

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The Solow model describes capital accumulation with the equation $K _ { t + 1 } = K _ { t } + I _ { t } - \bar { d } K _ { t }$, where $K$ is capital, $I$ is investment, and $\bar{d}$ is the depreciation rate.

In the Solow Model, the Equation of Capital Accumulation Is Kt+1=Kt+It−dˉKtK _ { t + 1 } = K _ { t } + I _ { t } - \bar { d } K _ { t }Kt+1​=Kt​+It​−dˉKt​

In the Solow Model, the Equation of Capital Accumulation Is $K _ { t + 1 } = K _ { t } + I _ { t } - \bar { d } K _ { t }$