Let $$x$$ represent the number of quadrilaterals, thus the number of triangles can be represented as $$(x-82)$$.  So we have $$2\times5+4x +3(x-82)=394$$. implying that $$x =90$$. Therefore there are $$90$$ quadrilaterals. 
In an arts and crafts class, the students cut out some triangles, quadrilaterals and pentagons. All the shapes combined have $$394$$ sides. Among them, there are $$2$$ pentagons and the number of quadrilaterals is $$82$$ more than that of triangles. How many quadrilaterals are there? 

1: $$90$$ 
2: $$95$$ 
3: $$100$$ 
4: $$105$$ 