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Income-expenditure multiplier = 1/(1 – MPC)XXX XXXX XXXXXXX "how-XX" XXXXXXXX a XXX of maths... specifically, the following XXXXXXXXXXXX XXXXXXXX:Y = XX + XX (Y &XXXXX; X) + I + GWhere Y XXXXXXXXXX XXXXXX, XX represents exogenous (XXXXXXXXXX) XXXXXXXXXXX, c1 represents XXX marginal XXXXXXXXXX XX XXXXXXX, X XXXXXXXXXX taxation, I represents XXXXXXXXXX, X XXXXXXXXXX government XXXXXXXXX. Assume a XXXXXX economy, so there are XX exports or imports.Proceed XX XXXXXXXXXXX XXX above relation:Y = c0 + c1 (X &XXXXX; X) + I + XY = c0 + c1Y – XXX + I + GX &XXXXX; XXX = XX – c1T + I + X(1 – c1) Y = c0 – XXX + I + GY = 1/(1 &XXXXX; XX) [c0 &XXXXX; XXX + I +X]Notice whats XXXXXXX XXX bracket: its the same expression as the income-XXXXXXXXXXX multiplier I XXXX XXXX the XXXXX XX this answer. If you XXXXXXXX c0, I or G XX XXX XXXX, you will XXX a 1/(1 – c1) unit XXXXXXXX in XXXXXX. XXXX XX a convenient mathematical distillation XX the intuition behind XXX multiplier (namely, that XXXXXXX XXXXXXXXX in demand XXXX XXXX XX further XXXXXXX XXXXXXX in output).
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