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Any number that is the product of one prime to the power 58 and another prime (to the power 1).
Examples:
258 x 3 = 864,691,128,455,135,232
258 x 7 = 2,017,612,633,061,982,208
2 x 358 = 9,420,257,394,492,489,669,843,207,378
2 x 558 = 69,388,939,039,072,283,776,476,979,255,676,269,531,250
all have 118 factors.
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What number has exactly 10 divisors?
The first number to have exactly 10 divisors is 48.
How do you find all positive integers N such that the product 2029 x N has exactly three divisors?
There is only 1 value of N that satisfies 2029 x N has exactly three divisors: N = 2029 To have exactly three divisors, the number must be the square of a prime number. 2029 is a prime number with exactly 2 divisors (1 and 2029). Thus the only number with exactly three divisors of which two are 1 and 2029 is 20292 (= 4116841), making N = 2029.
What is the smallest number with exactly fourteen divisors?
It is 192.
What number has exactly 1000000 divisors?
1,999,998 has exactly 1,000,000 divisors starting with 1, 2, 4, 6, 8,...up to 1,999,998.
Why 89 is a prime number?
The only numbers which divide into 89 exactly are 1 and 89. These are called factors or divisors. Any number which has exactly 2 divisors (1 and the number itself) is a prime number.
What is the least whole number with exactly 4 divisors?
6
What is the smallest number with exactly 14 divisors?
The smallest number with exactly 14 divisors is 192. The divisors are 1, 2, 3, 4, 6, 8, 12, 16, 24, 32, 48, 64, 96, and 192 itself.
What is the whole number of 117?
Exactly as in the question 117
What is the the largest four-digit divisor that has exactly three divisors?
I think you mean, the largest four digit number that has exactly three divisors. 2X3X1663=9,978
What is the least whole number with exactly four positive divisors?
It is 6.
What is the smallest whole number that has exactly 4 positive divisors?
I guess that would be the number 6.
What is the smallest whole number that has exactly 6 distinct positive divisors?
12
