I was hoping for insight into the formula and correct answer for the final year terminal value based off of the DCF and assumptions shown.

EBIT $(1-$t$)$

Depreciation

Change in Working Capital

CAPEX

Cash Flow from Assets

Return of working capital

Terminal value

Total cash flow

Cost of capital

$9\mathrm{.}38\%$

NPV

$(5,657)$ This is information for the HBP case entitled "Hansson Private Lable." Can you provide insight into the formula for the terminal value in the final year$/$what it would be$?$CAPEX

$(45,000)$

EBIT $(1-$t$)$

Depreciation

Change in Working Capital

CAPEX

Cash Flow from Assets

Return of working capital

Terminal value

Total cash flow

Cost of capital

$9\mathrm{.}38\%$

NPV

EBIT $(1-$t$)$

Depreciation

Change in Working Capital

CAPEX

Cash Flow from Assets

Return of working capital

Terminal value

Total cash flow

Cost of capital

$9\mathrm{.}38\%$

NPV

$(5,657)$