SOLUTION: Simplify the expression by determining the product. (5xy^2z)(2x^3yz^5)(3x^2y^4z^5) 1. 10x^6y^7z^11 2. 30x^6y^7Z^11 3. 30x^5y^6z^10 4. 10x^5y^6z^10 also explain why the other

Algebra ->  Exponents -> SOLUTION: Simplify the expression by determining the product. (5xy^2z)(2x^3yz^5)(3x^2y^4z^5) 1. 10x^6y^7z^11 2. 30x^6y^7Z^11 3. 30x^5y^6z^10 4. 10x^5y^6z^10 also explain why the other       Log On


   

Question 715691: Simplify the expression by determining the product.
(5xy^2z)(2x^3yz^5)(3x^2y^4z^5)
1. 10x^6y^7z^11
2. 30x^6y^7Z^11
3. 30x^5y^6z^10
4. 10x^5y^6z^10
also explain why the other 3 are wrong if one is correct.
Answer by Alan3354(69443) About Me  (Show Source):
You can put this solution on YOUR website!
(5xy^2z)(2x^3yz^5)(3x^2y^4z^5)
= 5%2A2%2A3%2Ax%5E%281%2B3%2B2%29%2Ay%5E%282%2B1%2B4%29%2Az%5E%281%2B5%2B5%29
= 30x%5E6y%5E7z%5E11
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The others are wrong because they're not right.