Question

Y^4(y^5)^6:y^31=? ^-обозначение степени помогите пж

Answer 1

=у^3

Решение на фото.

Answer 2

#### Calculation of Y^4(y^5)^6 : y^31 To simplify the expression Y^4(y^5)^6 : y^31, we can apply the rules of exponents. First, let's simplify the expression inside the parentheses: (y^5)^6. According to the rule (a^m)^n = a^(m*n), we can multiply the exponents: (y^5)^6 = y^(5*6) = y^30 Now, we can substitute this simplified expression back into the original expression: Y^4(y^5)^6 : y^31 = Y^4 * y^30 : y^31 Next, we can simplify the division by subtracting the exponents: Y^4 * y^30 : y^31 = Y^4 * y^(30-31) = Y^4 * y^(-1) Finally, we can rewrite y^(-1) as 1/y: Y^4 * y^(-1) = Y^4 * 1/y = Y^4/y Therefore, Y^4(y^5)^6 : y^31 simplifies to **Y^4/y**. Please note that the answer is a simplified expression and does not have a specific numerical value without knowing the values of Y and y. Let me know if there's anything else I can help you with!