Factor completely $$ d^{2}+10 d+24 $$

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Factor the expression $$ d^{2}+10d+24 $$.
Factor the expression by following steps:
- step0: Factor:
  $$d^{2}+10d+24$$
- step1: Rewrite the expression:
  $$d^{2}+\left(6+4ight)d+24$$
- step2: Calculate:
  $$d^{2}+6d+4d+24$$
- step3: Rewrite the expression:
  $$d	imes d+d	imes 6+4d+4	imes 6$$
- step4: Factor the expression:
  $$d\left(d+6ight)+4\left(d+6ight)$$
- step5: Factor the expression:
  $$\left(d+4ight)\left(d+6ight)$$
The factored form of $$d^{2}+10d+24$$ is $$(d+4)(d+6)$$.
$$ d^{2}+10d+24 = (d+4)(d+6) $$

Factor completely

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