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factor by grouping: r^2-6tw-2wr-3tr
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Im sorrry it's a "+2wr"
(r^2+2wr) + (-6tw-3tr) maybe: r(r+2w) -3t(2w+r) (r+2w)(r-3t) ?
OK rearrange the terms r^2 + 2wr - 6tw - 3tr The first two terms have a common factor of r so... r(r + 2w) The last two terms have a common factor of -3t so... -3t(2w + r) So r(r+2w) - 3t(2w + r) you can switch around the 2w + r to r + 2w because of the commutative property over additon r(r + 2w) - 3t(r + 2w) they both have a (r +2w) term so (r + 2w)(r - 3t) is your answer
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