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Which is equal to 777^{-7}?\newlineChoices:\newline(A) 177\frac{1}{7^7}\newline(B) (7)7-(-7)^7\newline(C) 1(7)7\frac{1}{(-7)^7}\newline(D) 1(7)7-\frac{1}{(-7)^{-7}}

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Q. Which is equal to 777^{-7}?\newlineChoices:\newline(A) 177\frac{1}{7^7}\newline(B) (7)7-(-7)^7\newline(C) 1(7)7\frac{1}{(-7)^7}\newline(D) 1(7)7-\frac{1}{(-7)^{-7}}
  1. Understand the expression: Understand the expression 777^{-7}. 777^{-7} means 11 divided by 77 raised to the power of 77, or rac{1}{7^7}.
  2. Compare the choices: Compare the choices to find an equivalent expression.\newline(A) 177\frac{1}{7^7} matches the expression from Step 11.

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