The HCF and LCM of two numbers is $$10^8$$​ and $$10^{12}7^3$$​ respectively. If one of the numbers is $$10^{12}$$​, then the other number is ____________.

Correct option is D

Given:

The HCF and LCM of two numbers is $$10^8$$​ and $$10^{12}7^3$$​ respectively. If one of the numbers is$$10^{12}$$​,

Formula Used:

HCF $$\times$$​ LCM = First Number$$\times$$Second Number

Solution:

10⁸​$$\times$$$$10^{12}7^3$$​ = 10¹²​$$\times$$Second Number

Second Number= 10⁸7³
Option (D) is right.
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