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The term oblique refers to being neither parallel nor perpendicular. The term is used to describe many geometric objects such as the ones below. An oblique angle is an angle that does not measure 90° or some multiple of 90°.
Example 1: Determine which angles (if any) must be acute and state why. (Note that you can not determine if an angle is obtuse simply by inspection.) 2 Use the Law of Sines when the initial condition is AAS (or SAA), ASA, or ASS. Note that ASS is the ambiguous case so you must be careful when using inverse sine (sin¡1).
Definition Of Oblique. The lines that are drawn at an angle (not 900) to the horizon are called Oblique Lines. More About Oblique. Oblique lines are neither vertical nor horizontal. Example of Oblique. The above figure shows a triangle being cut by an oblique line. Video Examples: How to Solve Oblique Word Problems
Illustrated definition of Oblique: Slanting. Not up-down or left-right. Angles that are not 0deg, 90deg, 180deg...
Oblique lines are straight lines that are not horizontal or vertical.
Oblique is the geometrical position of a line or plane that is neither parallel nor perpendicular to the reference ground or line. All the positions with reference points that are not at 0 degrees, 90 degrees, 180 Degrees, 270 degrees, and 370 degrees are referred to as oblique. Use Up/Down Arrow keys to increase or decrease volume.
In elementary high school trigonometry one learned the basic laws for oblique triangles including the law of sines, law of cosines, Mollweide formulas, and Heron’s Formula.
