write the unit digits of the cube of the of the following number. (387)³ (83)³
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11
378=54,010,152
83=571,787
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83=571,787
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3
This can be evaluated using ones digits of the numbers
Here the notation (a*b) outputs only the units digit of the product a*b
i.e (7*7)*(7*3)*(3*3)
= (9*1*9)
=1
Therefore 1 is the units digit.
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