Answer:
is a smarter way to collaborate and stay connected.
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Step-by-step explanation:
Factor completely: [tex]27x^3\:+\:64y^3[/tex]
A.[tex](3x)^3\:+\:(4y)^3[/tex]
C.[tex](3x\:+\:4y)(3x^2\:-\:3xy\:+\:16y^2)[/tex]
D.[tex](3x\:+\:4y)(3x^2\:-\:12xy\:+\:4y^2)[/tex]
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Answer:
is a smarter way to collaborate and stay connected.
Please tap on the below link for any queries related to and its features: and
Step-by-step explanation:
Verified answer
Answer:
Factor completely: [tex]27x^3\:+\:64y^3[/tex]
A.[tex](3x)^3\:+\:(4y)^3[/tex]
[tex]\color{green}\bold{B.(3x\:+\:4y)(9x^2\:-\:12xy\:+\:16y^2)}[/tex]
C.[tex](3x\:+\:4y)(3x^2\:-\:3xy\:+\:16y^2)[/tex]
D.[tex](3x\:+\:4y)(3x^2\:-\:12xy\:+\:4y^2)[/tex]
#CarryOnLearning