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mathhdude124
Username
mathhdude124
Score
79
Stats
Questions
21
Answers
1
21 Questions
1 Answers
+1
33
0
+79
Determine the greatest common divisor of the elements of the set
Determine the greatest common divisor of the elements of the set
mathhdude124
Jun 13, 2019
0
27
2
+79
Three relatively prime integers...
Three relatively prime integers are the sides of a right triangle. If the smallest leg has length 28, find the sum of all the possible values of the hypotenuse.
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mathhdude124
Jun 13, 2019
0
27
2
+79
Let p>5 be a prime.
Let p>5 be a prime. Find all of the possible remainders that p^2 can leave when divided by 30.
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mathhdude124
Jun 13, 2019
0
29
1
+79
A student at Harvard named kevin was counting...
A student at Harvard named Kevin
Was counting his stones by 11
He messed up n times
And instead counted 9s
And wound up at 2007. <#> To be precise, Kevin divides 2007 stones into groups of 11 stones and 9 stones, where n of the groups
read more ..
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mathhdude124
Jun 13, 2019
0
41
2
+79
The numbers 1 and 36
The numbers 1 and 36 are both square and triangular. Find the smallest number greater than 36 that is square and triangular.
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mathhdude124
Jun 13, 2019
0
26
1
+79
math help 11,2
A consecutive Pythagorean triple is a Pythagorean triple of the form , a^2 + (a + 1)^2 = b^2, a and b positive integers. Given that a, a+1, and b form the third consecutive Pythagorean triple, find a.
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mathhdude124
Jun 13, 2019
-1
43
0
+79
Define a sequence as follows: for each positive integer equal to the remainder of when it is divided by 101. What is the smallest positive
Define a sequence as follows: for each positive integer equal to the remainder of when it is divided by 101. What is the smallest positive integer d such that for all n
mathhdude124
May 9, 2019
-1
86
1
+79
Find the sum of the orders mod 83 over all elements of the set . (If multiple elements have the same order, add that term multiple times.)
Find the sum of the orders mod 83 over all elements of the set . (If multiple elements have the same order, add that term multiple times.)
heureka
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mathhdude124
May 9, 2019
-1
61
4
+79
How many integers a
How many integers a from 1 to 1000 are there such that is divisible by 1000?
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mathhdude124
May 9, 2019
-1
74
1
+79
Find the order of 15 mod 257.
Find the order of 15 mod 257.
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mathhdude124
May 9, 2019
-1
61
1
+79
Coins math questionnn
A country has three denominations of coins, worth 7, 10, and 53 units of value. What is the maximum number of units of currency which one cannot have if they are only carrying these three kinds of coins?
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mathhdude124
May 9, 2019
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#2
+79
0
Sorry! I thought I wrote the numbers/exponents in. I'm not sure why they erased.
mathhdude124
May 8, 2019