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

April 28, 2026Geography

ScanSolve AI Answer

April 28, 2026

Answer

Distance \times \cos(WCB) $$

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

The formulas used for partial coordinates are: $\Delta N = Distance \times \cos(WCB)$ $\Delta E = Distance \times \sin(WCB)$ 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.

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Welcome back Small — missed you this week. Here are the calculations to complete the table and answer the questions.

Asked on April 28, 2026Geography

This geography problem is solved step by step below, with detailed explanations to help you understand the method and arrive at the correct answer.

ScanSolve AI AnswerAnswered on April 28, 2026

Welcome back Small — missed you this week. Here are the calculations to complete the table and answer the questions. The formulas used for partial coordinates are: N = Distance × (WCB) E = Distance × (WCB) And for total coordinates: N_i = N_i-1 + N_i-1, i E_i = E_i-1 + E_i-1, i Given initial coordinates for station A: N_A = 0 m, E_A = 0 m. **i.