Answer:
[tex]-6x^{2}-78x-252[/tex] or [tex]-(6x^{2}+78x+252)[/tex]
Step-by-step explanation:
we have
[tex]-6(x+6)(x+7)[/tex]
Applying distributive property
[tex]-6(x+6)(x+7)=-6[x^{2}+7x+6x+42]\\=-6[x^{2} +13x+42]\\=-6x^{2}-78x-252\\=-(6x^{2}+78x+252)[/tex]
