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(9p-5p)^2+180p=(9p+5p)^2
We move all terms to the left:
(9p-5p)^2+180p-((9p+5p)^2)=0
We add all the numbers together, and all the variables
(+4p)^2+180p-((+14p)^2)=0
We add all the numbers together, and all the variables
180p+(+4p)^2-((+14p)^2)=0
We calculate terms in parentheses: -((+14p)^2), so:
(+14p)^2
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(+14p)^2
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(+14p)^2
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(+14p)^2
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(+14p)^2
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(+14p)^2
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(+14p)^2
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(+14p)^2
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(+14p)^2
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(+14p)^2
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(+14p)^2
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(+14p)^2
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(+14p)^2
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(+14p)^2
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(+14p)^2
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(+14p)^2
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(+14p)^2
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(+14p)^2
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(+14p)^2
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(+14p)^2
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(+14p)^2
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(+14p)^2
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(+14p)^2
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(+14p)^2
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(+14p)^2
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(+14p)^2
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(+14p)^2
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(+14p)^2
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(+14p)^2
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(+14p)^2
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(+14p)^2
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(+14p)^2
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(+14p)^2
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(+14p)^2
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(+14p)^2
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(+14p)^2
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(+14p)^2
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(+14p)^2
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(+14p)^2
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(+14p)^2
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(+14p)^2
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(+14p)^2
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(+14p)^2
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(+14p)^2
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(+14p)^2
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(+14p)^2
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(+14p)^2
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(+14p)^2
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(+14p)^2
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(+14p)^2
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(+14p)^2
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(+14p)^2
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(+14p)^2
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(+14p)^2
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(+14p)^2
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(+14p)^2
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(+14p)^2
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(+14p)^2
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(+14p)^2
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(+14p)^2
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(+14p)^2
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(+14p)^2
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(+14p)^2
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(+14p)^2
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(+14p)^2
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(+14p)^2
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(+14p)^2
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(+14p)^2
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(+14p)^2
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(+14p)^2
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(+14p)^2
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(+14p)^2
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(+14p)^2
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(+14p)^2
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(+14p)^2
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(+14p)^2
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(+14p)^2
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(+14p)^2
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(+14p)^2
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(+14p)^2
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(+14p)^2
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(+14p)^2
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(+14p)^2
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(+14p)^2
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(+14p)^2
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(+14p)^2
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(+14p)^2
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(+14p)^2
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(+14p)^2
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(+14p)^2
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(+14p)^2
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(+14p)^2
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(+14p)^2
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(+14p)^2
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(+14p)^2
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(+14p)^2
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(+14p)^2
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(+14p)^2
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(+14p)^2
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(+14p)^2
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(+14p)^2
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(+14p)^2
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(+14p)^2
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