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Correct Answer is 27Explanation : It is very complicated to count each and every triangle so note down the formula to count triangles in triangle1st check the number of triangles in base. The number of base triangles are either Even or OddIf number of base triangles are even then1/8{n(n+2)(2n+1)}If number of base triangles are odd then1/8{n(n+2)(2n+1)-1}n is number of base trianglesso in Question No. 21 number of base triangles are 4. 4 is even number1/8{4*(4+2)*(2*4+1) = 1/8*24*9 = 27
Correct Answer is 27
ReplyDeleteExplanation : It is very complicated to count each and every triangle so note down the formula to count triangles in triangle
1st check the number of triangles in base. The number of base triangles are either Even or Odd
If number of base triangles are even then
1/8{n(n+2)(2n+1)}
If number of base triangles are odd then
1/8{n(n+2)(2n+1)-1}
n is number of base triangles
so in Question No. 21 number of base triangles are 4. 4 is even number
1/8{4*(4+2)*(2*4+1) = 1/8*24*9 = 27