Find the values for integers rr and tt that makes the following equation true. (x−3)^​2=x​^2​+rx+t

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Find the values for integers rr and tt that makes the following equation true. (x−3)^​2=x​^2​+rx+t

Mathematics
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(x-3)^2 is same as (x-3)(x-3) so you can apply foil method \[\huge\rm (a-b)^2=a^2 -2ab+b^2\]
first outside inside last?

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there different ways box one looks very simple|dw:1438954540171:dw| first multiply 2nd parentheses by x and then with -3
Or in other words take square of 1st and 2nd terms and then multiply both terms by 2
like |dw:1438954654216:dw|

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