Asked by vj
Quadrilateral GHJK is a rectangle. If m, angle, 1, equals, 35, degreem∠1=35°, what is m, angle, 5m∠5?
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m, angle, 5, equalsm∠5=
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I can’t tell which angle ∠5 is from the text alone — I need the diagram or a description of where angles 1 and 5 are located on rectangle GHJK. Could you either upload the figure or say, for example, “∠1 is at vertex G between side GH and diagonal GJ, and ∠5 is at …”?
Common interpretations and their results (in case one matches your diagram):
- If ∠5 is a vertically opposite angle to ∠1 (formed by the same intersecting lines), then m∠5 = 35°.
- If ∠5 is a corresponding angle to ∠1 (formed by the same relative position with respect to parallel sides), then m∠5 = 35°.
- If ∠5 is on the same straight line as ∠1 (supplementary), then m∠5 = 180° − 35° = 145°.
- If ∠1 is an acute angle at a corner and ∠5 is the complementary corner angle in the rectangle (since each corner of a rectangle is 90°), then m∠5 = 90° − 35° = 55°.
Tell me which placement matches your diagram (or send the picture) and I’ll give the exact answer.
Common interpretations and their results (in case one matches your diagram):
- If ∠5 is a vertically opposite angle to ∠1 (formed by the same intersecting lines), then m∠5 = 35°.
- If ∠5 is a corresponding angle to ∠1 (formed by the same relative position with respect to parallel sides), then m∠5 = 35°.
- If ∠5 is on the same straight line as ∠1 (supplementary), then m∠5 = 180° − 35° = 145°.
- If ∠1 is an acute angle at a corner and ∠5 is the complementary corner angle in the rectangle (since each corner of a rectangle is 90°), then m∠5 = 90° − 35° = 55°.
Tell me which placement matches your diagram (or send the picture) and I’ll give the exact answer.
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