How do you combine #(3k + 4) ( 3k - 5)#?
2 Answers
Explanation:
Each term in the second bracket must be multiplied by each term in the first bracket as shown below.
#(color(red)(3k+4))(3k-5)#
#=color(red)(3k)(3k-5)color(red)(+4)(3k-5)# distributing brackets gives.
#=9k^2-15k+12k-20# collect like terms.
#=9k^2-3k-20#
Explanation:
or
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