​$$\text{Find the value of } 37^{-14} \div 37^{4} \times 37^{-12}$$​​

Correct option is A

Given:​

​$$37^{-14} \div 37^{4} \times 37^{-12}$$

Formula Used:

a^m​$$\div$$ aⁿ = a ^m-n 

a^m ​$$\times$$ aⁿ = a^m+n

Solution:

$$37^{-14} \div 37^{4} \times 37^{-12} \\ \ \\ =37^{-14-4} \times 37^{-12}\\ \ \\ =37^{-18} \times 37^{-12}\\ \ \\ = 37^{-18-12}\\ \ \\ = 37^{-30}$$​