Reshebnik Po Algebre Za 8 Klass 167 S.m.nikolskij -

: If working with large numbers under a root (e.g., 162the square root of 162 end-root

Finding the correct solution for in the 8th-grade Algebra textbook by S.M. Nikolsky (С.М. Никольский) is a common task for students mastering advanced algebraic concepts. This exercise typically falls within the chapter on square roots or rational expressions , depending on the edition of the textbook. Overview of Exercise 167 reshebnik po algebre za 8 klass 167 s.m.nikolskij

: Search for "ГДЗ Алгебра 8 класс Никольский" on educational portals to see handwritten or typed versions of the solution to verify your work. : If working with large numbers under a root (e

: You can find step-by-step video solutions for the range of problems 101–200 in Nikolsky's Algebra 8 on YouTube. This exercise typically falls within the chapter on

: Identify if the task asks for simplification, comparison, or finding a numerical value.

), break them down into factors that include a perfect square (e.g., : Use the rule to simplify the radicals.

While the specific numbers may vary slightly between textbook editions, here is the general approach to solving a problem like No. 167: