Final answer:
The equivalent expression for (n^7)^11 is n^77, which is found by multiplying the exponents 7 and 11 according to the laws of exponents.
Step-by-step explanation:
The equivalent expression for (n⁷)¹¹ is found by applying the laws of exponents, which state that when you raise a power to a power, you multiply the exponents. In this case, you would multiply 7 (the exponent on n) by 11 (the exponent outside the parentheses), resulting in n¹⁷⁷ or n to the power of 77.
To find the equivalent expression for (n⁷)¹¹, we need to multiply the exponents. When we multiply n⁷ by 11, we get n⁷⁺¹¹, which simplifies to n⁷⁸. Therefore, the equivalent expression is n⁷⁸.