Given a table of distances and whole circle bearings (WCB), calculate the partial and total coordinates (Northings and Eastings) for a traverse.

Here are the calculations to complete the table and answer the questions.

The formulas used for partial coordinates are:

$$\Delta N = \text{Distance} \times \cos(\text{WCB})$$ $$\Delta E = \text{Distance} \times \sin(\text{WCB})$$

And for total coordinates:

$$N_i = N_{i-1} + \Delta N_{i-1, i}$$ $$E_i = E_{i-1} + \Delta E_{i-1, i}$$

Given initial coordinates for station A: $N_A = 0$ m, $E_A = 0$ m.

**i.