Non-Euclidean emotions refer to feelings or experiences that defy conventional or linear forms of understanding. They may involve paradoxes, contradictions, or complexities that challenge traditional emotional frameworks. These emotions can be difficult to articulate or grapple with because they often don't fit neatly into categories or descriptions.
Complex emotions refer to emotions that are made up of a combination of different feelings and thoughts. These emotions are usually more nuanced and layered compared to basic emotions like happiness or sadness. Examples of complex emotions include jealousy, empathy, guilt, and pride.
No, arousing emotions refers to triggering or bringing about specific feelings in oneself or others, while expressing emotions involves conveying or showing those feelings outwardly to others. Arousal is internal, while expression is external.
A plethora of emotions means experiencing a wide range of intense feelings or emotions, often all at once or in rapid succession. It implies feeling overwhelmed by the intensity and variety of emotions one is experiencing.
Emotions can be long-lasting, but they are not meant to last forever. Emotions are dynamic and can change over time as we experience different situations and circumstances. It's important to acknowledge and address our emotions to work through them and move forward.
The psychological term for a person with no emotions is alexithymia. This condition is characterized by difficulties in identifying and expressing emotions.
hay
Not in Euclidian plane geometry.
Yes it can. Actually in non-euclidian geometry its possible that two parallel lines may form a angle, but it can never be possible in convention euclidian geometry (in which some of angles of a triangle is always 180 degrees, etc., such things are not sure in non-euclidian geometry).
Straightedge Compass
The artist MC Esher used Euclidian geometry in many of his works.
One of the qualitative Euclidian definitions of parallel lines is that they never meet.
An affine combination is a linear combination of vectors in Euclidian space in which the coefficients add up to one.
Yes. The geometry taught in today's public schools is based on Euclidian geometry.
Yes - in the case of triangles in Euclidian geometry. That is, basically triangles in a plane.
In Euclidian or plane geometry, there can be only one line through two fixed points. Lines cannot actually be drawn; if you see it it is not a geometric line. If the points are on a curved surface as in a geometry that is non-Euclidian, then there can be infinitely many lines connecting two points.
Yes. Any triangle (in the standard Euclidian geometry) has at least 2 angles; some have 3.
In ordinary Euclidian geometry, the interior angles of any triangle total 180 degrees.