define asymmetry and radial symmetry
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Asymmetry :-When a flower cannot be divided into two equal halves by any vertical plane.
Radial symmetry:- When a flower can be divided into two equal halves in any radial plane passing through the center.
Radial symmetry:- When a flower can be divided into two equal halves in any radial plane passing through the center.
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When an object is divided into parts and if the divided portions do not overlap each other, then they are assymetrical.
When an object can be divided through any line passing through the centre and if the resultant parts overlap each other, then the object is racially symmetrical.
When an object can be divided through any line passing through the centre and if the resultant parts overlap each other, then the object is racially symmetrical.
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