Using Euler's fomnula, find the values of P.Q. R and S respectively.
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Using Eulers Formulae as F + V = E + 2
1) Face = 6 , Vertices = P , Edges = 12
=> 6 + P = 12 + 2
=> 6 + P = 14
=> P = 8
2) Face = Q , Vertices = 5 , Edges = 9
=> Q + 5 = 9 + 2
=> Q + 5 = 11
=> Q = 6
3) Face = 20 , Vertices = 36 , Edges = S
=> 20 + 36 = S + 2
=> 56 = S + 2
=> S = 54
4) Face = 14 , Vertices = R , Edges = 36
=> 14 + R = 36 + 2
=> 14 + R = 38
=> R = 24
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