Question:
Two limbs of a vertical chevron fold strike S70°E and N55°E. The value of the interlimb angle of the fold is (degree).
Two limbs of a vertical chevron fold strike S70°E and N55°E. The value of the interlimb angle of the fold is (degree).
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The interlimb angle of a fold can be calculated by subtracting the two limb strike angles, keeping in mind the orientation of the fold.
Updated On: Nov 18, 2025
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Solution and Explanation
Step 1: Understanding the question.
The question is asking for the interlimb angle of a vertical chevron fold, given the strike directions of the two limbs.
Step 2: Analyzing the strike directions.
The strike directions of the two limbs are given as S70°E and N55°E. To calculate the interlimb angle, we subtract the smaller angle from the larger angle.
The angle between the two limbs is:
\[ |70° + 55°| = 115° \]
Step 3: Conclusion.
The correct answer is 115°, which is the interlimb angle of the fold.
The question is asking for the interlimb angle of a vertical chevron fold, given the strike directions of the two limbs.
Step 2: Analyzing the strike directions.
The strike directions of the two limbs are given as S70°E and N55°E. To calculate the interlimb angle, we subtract the smaller angle from the larger angle.
The angle between the two limbs is:
\[ |70° + 55°| = 115° \]
Step 3: Conclusion.
The correct answer is 115°, which is the interlimb angle of the fold.
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