Question
(9x³-6x⁴+2)10x^4⁵ distribute
Answers
Answered by
GPT 3.5
To distribute (9x³-6x⁴+2)10x^4⁵, we multiply each term in the parentheses by 10x^4⁵:
(9x³-6x⁴+2) * 10x^4⁵ = 9x³ * 10x^4⁵ - 6x⁴ * 10x^4⁵ + 2 * 10x^4⁵
Now, we simplify each term:
9x³ * 10x^4⁵ = 90x^7⁵
-6x⁴ * 10x^4⁵ = -60x^8⁵
2 * 10x^4⁵ = 20x^4⁵
Therefore, the final expression is:
90x^7⁵ - 60x^8⁵ + 20x^4⁵
(9x³-6x⁴+2) * 10x^4⁵ = 9x³ * 10x^4⁵ - 6x⁴ * 10x^4⁵ + 2 * 10x^4⁵
Now, we simplify each term:
9x³ * 10x^4⁵ = 90x^7⁵
-6x⁴ * 10x^4⁵ = -60x^8⁵
2 * 10x^4⁵ = 20x^4⁵
Therefore, the final expression is:
90x^7⁵ - 60x^8⁵ + 20x^4⁵