How many subsidiary triangles does a Sriyantr | vedclass

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Question

(A) $Sriyantra$ is a complex geometric figure formed by the intersection of $9$ triangles. These $9$ triangles are of two types: $4$ triangles with th

Vedclass · Accepted Answer

$43$

Vedclass · Answer

(A) $Sriyantra$ is a complex geometric figure formed by the intersection of $9$ triangles. These $9$ triangles are of two types: $4$ triangles with their vertices pointing upwards (representing $Shiva$) and $5$ triangles with their vertices pointing downwards (representing $Shakti$). These $9$ primary triangles intersect to form $43$ smaller subsidiary triangles,which are known as $triangles$ within the $Sriyantra$ structure. Therefore,the total number of subsidiary triangles is $43$.

How many subsidiary triangles does a Sriyantra have?

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