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Multiply (2t – 3)^3. A. 8t^3 – 27 B. 8t^3 – 12t^2 – 27 C. 8t^3 – 12t^2 + 6t – 27 D. 8t^3 – 36t^2 + 54t – 27
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Do I use the difference of cubes?
use the identity (a-b)^3 = a^3 - 3a^2 b + 3ab^2 - b^3
D
:D
Can you show how you got D? I can't seem to get that answer:(
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If you don;t mind...
CUBING AN EXPRESSION IS THE SAME AS MULTIPLYING THE EXPRESSION 3 TIMES (2t-3)(2t – 3)(2t – 3)
Ok let me try that way! Thanks
then multiply it with the use of the foil method
for the beginning is this correct \[4t ^{2} -12t + 9 (2t-3)\]
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yes then multiply it again with the use of foil method
Thanks a lot!!! I got D as the answer :D
no prob :)
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