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(D) The given set is $(49, 25, 9)$,which can be written as $(7^2, 5^2, 3^2)$.These are squares of consecutive odd numbers in descending order.Looking

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$(36, 16, 4)$

Vedclass · Answer

(D) The given set is $(49, 25, 9)$,which can be written as $(7^2, 5^2, 3^2)$.These are squares of consecutive odd numbers in descending order.Looking at the options:Option $A$: $(8^3, 3^3, 2^3)$ - Incorrect.Option $B$: $(6^2, 5^2, 4^2)$ - Consecutive integers,not odd.Option $C$: Not squares.Option $D$: $(6^2, 4^2, 2^2)$ - These are squares of consecutive even numbers in descending order,which follows a similar logical pattern of decreasing squares.Thus,$(36, 16, 4)$ is the correct alternative.

Choose the correct alternative for the given relation.
Given set: $(49, 25, 9)$

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Choose the correct alternative for the given relation.Given set: $(49, 25, 9)$