Question

125а⁶b³•(q2a²b⁴)³хеллпп((​

Answer 1

Объяснение:

125a^6b^3q^3•8a^6b^12=1000a^12b^15q^3

^ обозначение степени

Answer 2

It seems like you've provided a mathematical expression with variables and exponents, but there are some unusual characters and formatting in your input. I'll try to interpret and simplify the expression as best as I can:

125a⁶b³ • (q²a²b⁴)³

Let's break this down step by step:

1. 125 is a constant.
2. a⁶ represents "a" raised to the power of 6.
3. b³ represents "b" raised to the power of 3.
4. q² represents "q" raised to the power of 2.
5. a² represents "a" raised to the power of 2.
6. b⁴ represents "b" raised to the power of 4.

Now, let's simplify the expression:

125a⁶b³ • (q²a²b⁴)³

First, apply the power rule for exponents when raising a power to another power:

125a⁶b³ • (q²)³(a²)³(b⁴)³

Now, multiply the constants and apply the power rule for exponents to simplify further:

125 * (q²)³ * (a²)³ * (b⁴)³

Now, apply the power rule for exponents to each term within the parentheses:

125 * q⁶ * a⁶ * b¹²

So, the simplified expression is:

125q⁶a⁶b¹²

I hope this helps clarify the expression for you. If you have any further questions or need more assistance, please feel free to ask!