In the prime factorization of $37 !=2^{\alpha_2} \cdot 3^{\alpha_3} \cdot 5^{\alpha_5} \ldots…
In the prime factorization of $37 !=2^{\alpha_2} \cdot 3^{\alpha_3} \cdot 5^{\alpha_5} \ldots 37^{\alpha_{37}}$ the ratio $\alpha_3: \alpha_5=$
- $3: 5$
- $17: 8$
- $5: 3$
- $8: 21$
Solution
No solution. Refer to answer key.
Asked in: AP EAMCET 2017 (25 Apr Shift 1)
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