give the canonical representation of 140
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Step-by-step explanation:
40 can also be expressed as a canonical product of primes in ascending order with equal primes grouped into exponential form:
40
=
2
3
⋅
5
Explanation:
A canonical representation is an unique representation of some form.
40
is the unique representation of the number
40
as a simple decimal number.
2
3
⋅
5
is the unique representation of the number
40
as a product of primes in ascending order with equal primes grouped into exponential form.
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