Question

(2⅓m²⁴n¹⁸)³ помогите​

Answer 1

Ответ:

Підносимо до степеня

(2⅓ m²⁴n¹⁸)³=2m⁷²n⁵⁴

Answer 2

To solve the expression (2⅓m²⁴n¹⁸)³, we can simplify it step by step.

First, let's simplify the exponent of each term inside the parentheses. The exponent outside the parentheses will be distributed to each term inside.

For the term 2⅓, we can rewrite it as a fraction: 2⅓ = 7/3. So, the expression becomes (7/3m²⁴n¹⁸)³.

Next, we apply the exponent to each term inside the parentheses. To do this, we raise each term to the power of 3:

(7/3m²⁴n¹⁸)³ = (7/3)³ * m²⁴³ * n¹⁸³

Simplifying further, we have:

(7/3)³ = 7³/3³ = 343/27

m²⁴³ = (m²⁴)³ = m⁷²

n¹⁸³ = (n¹⁸)³ = n⁵⁴

Putting it all together, the expression becomes:

(2⅓m²⁴n¹⁸)³ = (7/3)³ * m⁷² * n⁵⁴

So, the simplified form of the expression (2⅓m²⁴n¹⁸)³ is (343/27)m⁷²n⁵⁴.

I hope this helps! Let me know if you have any further questions.