SOLUTION: (2s + 5z)^2 (s + 3z)^2 This is what I get: = (2s + 5z) (2s + 5z) (s + 3z) ² = 4s² + 10sz + 10sz + 25z² (s + 3z) (s + 3z) = 4s² + 10sz + 10sz + 25z² + s² + 3sz + 3sz + 9z²

Algebra ->  Polynomials-and-rational-expressions -> SOLUTION: (2s + 5z)^2 (s + 3z)^2 This is what I get: = (2s + 5z) (2s + 5z) (s + 3z) ² = 4s² + 10sz + 10sz + 25z² (s + 3z) (s + 3z) = 4s² + 10sz + 10sz + 25z² + s² + 3sz + 3sz + 9z²       Log On


   



Question 329753: (2s + 5z)^2 (s + 3z)^2
This is what I get:
= (2s + 5z) (2s + 5z) (s + 3z) ²
= 4s² + 10sz + 10sz + 25z² (s + 3z) (s + 3z)
= 4s² + 10sz + 10sz + 25z² + s² + 3sz + 3sz + 9z²
= 4s² + s² + 10sz + 10sz + 3sz + 3sz + 25z² + 9z²
= 5s² + 26sz + 34z²

Is this correct?

Answer by Alan3354(69443) About Me  (Show Source):
You can put this solution on YOUR website!
(2s + 5z)^2 (s + 3z)^2
This is what I get:
= (2s + 5z) (2s + 5z) (s + 3z) ²
= 4s² + 10sz + 10sz + 25z² (s + 3z) (s + 3z)
= 4s² + 10sz + 10sz + 25z² + s² + 3sz + 3sz + 9z²
= 4s² + s² + 10sz + 10sz + 3sz + 3sz + 25z² + 9z²
= 5s² + 26sz + 34z²
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Why did you add them?
%282s+%2B+5z%29%5E2+%28s+%2B+3z%29%5E2
= %284s%5E2+%2B+20sz+%2B+25z%5E2%29%2A%28s%5E2+%2B+6sz+%2B+9z%5E2%29
= 4s%5E4+%2B+44s%5E3z+%2B+181s%5E2z%5E2+%2B+330sz%5E3+%2B+225z%5E4