Question

упростите выражения а)(3x^6y^2)^3(x^2y)^4 б) 6a^5(a-3)-4a(2a^4+3) в) 2cp(5p-6c)+12c^2p решите уравнения загруженное.png

Answer 1

 а)(3x^6y^2)^3(x^2y)^4 = 3x^9y*5 * x^6y^5 = 3x^15 y^10

б) 6a^5(a-3)-4a(2a^4+3) = 6a^6 - 18a^5 - 8a^5 - 12a = 6a^6 - 10a^5 - 12a

в) 2cp(5p-6c)+12c^2p 10cp^2 - 12c^2 p + 12c^ p = 10cp^2

Answer 2

Simplifying Expressions:

a) To simplify the expression (3x^6y^2)^3(x^2y)^4, we can apply the power of a power rule, which states that when raising a power to another power, we multiply the exponents.

So, let's simplify step by step:

(3x^6y^2)^3(x^2y)^4

= 3^3(x^6)^3(y^2)^3(x^2)^4(y)^4

= 27x^(6*3)y^(2*3)x^(2*4)y^4

= 27x^18y^6x^8y^4

= 27x^(18+8)y^(6+4)

= 27x^26y^10

Therefore, the simplified expression is 27x^26y^10.

b) To simplify the expression 6a^5(a-3)-4a(2a^4+3), we can apply the distributive property and combine like terms.

Let's simplify step by step:

6a^5(a-3)-4a(2a^4+3)

= 6a^6 - 18a^5 - 8a^5 - 12a

= 6a^6 - 26a^5 - 12a

Therefore, the simplified expression is 6a^6 - 26a^5 - 12a.

c) To simplify the expression 2cp(5p-6c)+12c^2p, we can apply the distributive property and combine like terms.

Let's simplify step by step:

2cp(5p-6c)+12c^2p

= 10cp^2 - 12c^2p + 12c^2p

= 10cp^2

Therefore, the simplified expression is 10cp^2.

Solving Equations:

Unfortunately, I am unable to view or solve the equation you mentioned as it is in an image format. However, if you provide the equation in text format, I would be happy to help you solve it.