Without actually calculating the cubes, the value of (28)^3 + (-15)^3 + (-13)^3
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(28)(-15)(-13)=3xyz
=3×28×-15×-13
=. -4539
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Answer:
Let a=(28), b=(-15), c=(-13)
a+b+c=28+(-15) +(-13) =28-28=0.
Therefore,
(a) ^3+(b) ^3+(c) ^3-3abc=0
(a) ^3+(b) ^3+(c) ^3=3abc
(28) ^3+(-15) ^3+(-13) ^3=3(28) (-15) (-13) =16380
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