David needs to walk at a bearing of 130° for 100 m to reach a hidden prize. He accidentally walks at a bearing of 136° for 100 m. Calculate the new bearing of the prize from David.

Question

11-03-2024
Mathematics

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David needs to walk at a bearing of 130° for 100 m to reach a hidden prize. He accidentally walks at a bearing of 136° for 100 m. Calculate the new bearing of the prize from David.

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itzamirv2 itzamirv2 · Answer 1 · 2024-03-11T21:36:11+01:00

To calculate the new bearing of the prize from David, we need to find the angle formed by the original bearing of 130° and the deviation of 6° (136° - 130°).

Since David accidentally walks at a bearing of 136°, we need to subtract the deviation of 6° from the original bearing of 130°:

New bearing = Original bearing - Deviation

= 130° - 6°

= 124°

So, the new bearing of the prize from David is 124°.

David needs to walk at a bearing of 130° for 100 m to reach a hidden prize. He accidentally walks at a bearing of 136° for 100 m. Calculate the new bearing of the prize from David.​

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David needs to walk at a bearing of 130° for 100 m to reach a hidden prize. He accidentally walks at a bearing of 136° for 100 m. Calculate the new bearing of the prize from David.