Question

(10p^3-3q)(3q+10p^3) помогите решить пж!!…

Answer 1

Ответ:

100р⁶ - 9q²

Пошаговое объяснение:

(10p^3-3q)(3q+10p^3)= (10р³ - 3q)(10p³ + 3q) = (10p³)² - (3q)² = 10²p⁶ - 9q² = 100p⁶ - 9q²

Answer 2

Expanding and Simplifying the Expression

To solve the expression (10p^3-3q)(3q+10p^3), we can use the distributive property to expand it and then simplify the result.

First, we expand the expression by multiplying each term in the first parentheses by each term in the second parentheses:

(10p^3-3q)(3q+10p^3) = 10p^3 * 3q + 10p^3 * 10p^3 - 3q * 3q - 3q * 10p^3

Simplifying this, we get:

30p^3q + 100p^6 - 9q^2 - 30p^3q

Now, we can combine like terms to simplify the expression further:

30p^3q - 30p^3q + 100p^6 - 9q^2 = 100p^6 - 9q^2

So, the simplified form of the expression (10p^3-3q)(3q+10p^3) is 100p^6 - 9q^2.

Conclusion

The expanded and simplified form of the expression (10p^3-3q)(3q+10p^3) is 100p^6 - 9q^2. If you have any further questions or need additional assistance, feel free to ask!