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To expedite his work, Gauss introduced the idea of congruence among numbers i.e., he defined a and b to be congruent modulo m (written a ≡ b mod m) if m divides evenly into the difference a − b.
Here are a few examples: In 1640 he stated what is known as Fermat's little theorem namely, that if p is prime and a is any whole number, then p divides evenly into ap − a.
Soon thereafter, he established a beautiful result known as Wilson's theorem: p is prime if and only if p divides evenly into[(p−1) × (p−2) × ⋯ × 3 × 2 × 1] + 1.
The GCF is the highest number that divides evenly into two or more numbers.
Divide by 2 next, which divides evenly because 2 multiplies by 7 to equal 14.
Find the biggest number that divides evenly into both 325 and 1000.
Similar(48)
They can't be divided evenly.
They divided evenly on the question.
Moderates were divided evenly between the two candidates.
In most cases, their salaries were divided evenly.
3. Spoon the mixture into squash halves, dividing evenly.
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