$$ 3.1 ^ { 0 } \pi ^ { 0 } \quad 48 ^ { 0 } \quad 140 ^ { 0 } $$

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The result is 1. Any non-zero number raised to the power of 0 is equal to 1. Therefore, we can evaluate each term in the expression: $$ 3.1^0 = 1 $$ $$ \pi^0 = 1 $$ $$ 48^0 = 1 $$ $$ 140^0 = 1 $$ Now, combining these results, we have: $$ 3.1^0 \pi^0 \quad 48^0 \quad 140^0 = 1 \cdot 1 \cdot 1 \cdot 1 = 1 $$ Thus, the final result is: $$ \boxed{1} $$

\( 3.1 ^ { 0 } \pi ^ { 0 } \quad 48 ^ { 0 } \quad 140 ^ { 0 } \)

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\( 3.1 ^ { 0 } \pi ^ { 0 } \quad 48 ^ { 0 } \quad 140 ^ { 0 } \)

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