Respuesta :
The product of the expression given will be:
(3-c²d)(4-c²d)
expanding the expression we obtain
3(4-c²d)-c²d(4-c²d)
=12-3c²d-4c²d+c^4d²
simplifying the above we get:
c^4d²-7c²d+12
Answer: c^4d²-7c²d+12
(3-c²d)(4-c²d)
expanding the expression we obtain
3(4-c²d)-c²d(4-c²d)
=12-3c²d-4c²d+c^4d²
simplifying the above we get:
c^4d²-7c²d+12
Answer: c^4d²-7c²d+12
Answer:
12 - 16c^2d + 4c^4d
Step-by-step explanation:
(3 - c^2d)(4 - 4c^2d)
Distributive
12 - 12c^d - 4c^2d + 4c^4d^2
Combine like terms
12 - 16c^2d + 4c^4d^2