Final answer:
The change in GDP when net exports change by -295.25 is c) $413.35.
Step-by-step explanation:
To determine the change in GDP when net exports change, we need to use the expenditure approach to calculate GDP. The equation for GDP is:
GDP = Consumption + Investment + Government spending + Net exports
Given that consumption function is c = 0.64(yd)$859.89 and net exports change by -295.25, we can substitute these values into the equation:
GDP = (0.64*yd)$859.89 + (Investment) + (Government spending) + (-295.25)
Since taxes are assumed to be zero, we can assume that disposable income (yd) is equal to GDP. To find the change in GDP, we substitute -295.25 for net exports:
GDP = (0.64*GDP)$859.89 + (Investment) + (Government spending) -295.25
Solving for GDP, we get:
GDP = ($859.89 + Investment + Government spending -295.25) / (1-0.64)
Calculating the values for investment and government spending, we obtain:
GDP = ($859.89 + Investment + $0 -295.25) / (1-0.64)
GDP = ($859.89 + Investment - $295.25) / (1-0.64)
Therefore, the change in GDP is $413.35. So, the correct answer is c) $413.35.