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Factor the following trinomial. w18 – 9w9y5 + 14y10
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Take whatever the things you can take as common..
Hint: What squared equals w^18?
No, here you can do one thing more: put\[w^9 = x\] So, the equation becomes: \[x^2 - (9y^5)x + 14y^{10} = x^2 - (7y^5)x - (2y^5)x + 14y^{10}\] \[x(x-7y^5) - 2y^5(x - 7y^5) = (x - 2y^5)(x-7y^5)\]
Now you know what is substituted as x?? replace x by that value and get the answer...
Look my high school was voted worst in the tri-state area and half my class failed math so I have no freaking clue what I'm trying to do and I need all the help I can get.
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Thank you waterineyes for helping!
Welcome dear...
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