If P(k) = k2
(k + 2)(k – 1) is true, then what is P (k + 1)?
Solution:
"P(k)=k^2(k+2)(k-1)"
Now, replace "k" with "(k+1)",
"P(k+1)=(k+1)^2(k+1+2)(k+1-1)\n\\\\=(k^2+1+2k)(k+3)(k)\n\\\\=k(k+3)(k^2+2k+1)"
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