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Conoid শব্দের বাংলা অর্থ: মোচাকার
Conoid Meaning In Bengali মোচাকার
Conoid
মোচাকৃতি বস্তু, মোচাকার,
Definition
1) The first definition of 'conoid' refers to a three-dimensional geometric shape that is similar to a cone with a curved surface that narrows to a point (apex) at the top.
2) In anatomy, a 'conoid' can also refer to a conical structure found in the body, such as the conoid ligament, a band of connective tissue that helps stabilize the collarbone (clavicle) in the shoulder joint.
3) In mathematics, a 'conoid' can be described as a ruled surface that is generated by moving a straight line (ruling) while keeping one end fixed in a particular direction. It is often used in mathematical models and geometric constructions.
Examples
Conoid Example in a sentence
1) The architect designed the building with a conoid roof to create a unique shape.
2) The artist used a conoid sculpture to represent harmony and balance.
3) The mathematician studied the properties of conoids in geometry class.
4) The engineer used conoid elements in the design of the bridge for added strength and stability.
5) The garden featured conoid-shaped topiaries that added an interesting focal point.
6) The researcher discovered a rare conoid formation in the geological survey.
7) The lampshade had a conoid design that diffused the light beautifully.
8) The conoid structure of the seashell intrigued the marine biologist.
9) The avant-garde fashion designer created a conoid dress that defied traditional shapes.
10) The roof of the house had a conoid structure that allowed for natural ventilation.
Part of Speech
Conoid (noun)
Encyclopedia
The first definition of 'conoid' refers to a three-dimensional geometric shape that is similar to a cone with a curved surface that narrows to a point (apex) at the top.
In anatomy, a 'conoid' can also refer to a conical structure found in the body, such as the conoid ligament, a band of connective tissue that helps stabilize the collarbone (clavicle) in the shoulder joint.
In mathematics, a 'conoid' can be described as a ruled surface that is generated by moving a straight line (ruling) while keeping one end fixed in a particular direction. It is often used in mathematical models and geometric constructions.
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