Using Euclid's division lemma, show that the cube of any positive
integer is of the form 9m or (9m +1) or (9m+8) for some integer m. why we take b=3 here not b=9
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Answer:
If we take b as 3, it will reduce the number of steps.
Step-by-step explanation:
Taking b as 9,
We get possible numbers as 9m+1, 9m+2, 9m+3, ... 9m+8.
So we will have to do the same thing we will do when b=3, but a total of 8 times. This will be too lengthy.
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Hope it helps!
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