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maximum
Username
maximum
Score
817
Membership
Stats
Questions
253
Answers
81
256 Questions
110 Answers
-2
72
1
+817
quick question
In a right triangle, one of the angles is $45^\circ,$ and the hypotenuse is $6$ inches. Find the area of the triangle in square inche
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maximum
Aug 15, 2023
-2
32
2
+817
need help
Can anyone give a hint here?
Given a positive integer $n,$ prove that there exists a positive integer $m > 1000$ such that $m \equiv 7 \pmod{n}$ and $\gcd(m,n) = 1.$
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maximum
Aug 15, 2023
-1
73
1
+817
hard number theory congruence
does anybody have any ideas?
The prime $p$ has the property that the congruence $$n^2 \equiv -1\pmod{p}$$ has no solutions $n$. Determine the sum of all such primes $p$.
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maximum
Aug 14, 2023
-2
36
2
+817
help with squares
help I have question about squares
Let $a$ and $b$ be non-zero integers. If both $a^2$ and $b^2$ have at most three digits, then what is the greatest possible difference between $a^2$ and $b^2?$
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maximum
Aug 14, 2023
-2
37
2
+817
pythagorean theorem
The hypotenuse of right triangle $ABC$ is $AB$. The area of square $BCDE$ is $144$. If $AB$ and $AC$ are each integers less than $20$, how many possibilities are there for their lengths?
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maximum
Aug 14, 2023
-2
58
1
+817
functions
Help me plz
For integers $n$, let \[f(n) = \left\{
\begin{array}{cl}
n & \text{ if }n\text{ is odd}, \\
n -1 & \text{ if }n\text{ is even}.
\end{array}<#> \right.\] Find $f(f(f(f(f(4)))))$.
read more ..
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maximum
Aug 14, 2023
-2
33
1
+817
piecewise functions
Let \[f(x) =
\begin{cases}
x^2&\text{if } x\le 3, \\
3ax &\text{if } x>3.
\end{cases}<#> \]<#> Find the value of $a$ if the graph of $y=f(x)$ is continuous (which means the graph can be drawn without lifting your
read more ..
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maximum
Aug 14, 2023
-1
78
3
+817
plz help with digit
I need help with this
Find the number of times the digit $9$ appears in the list of all integers from $1$ to $150$. (The number $ 99 $, for example, is counted twice, because $9$ appears two times in it.)
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maximum
Aug 14, 2023
-1
33
1
+817
congruence
What is the smallest positive integer $n$ such that $3n \equiv 1356 \pmod{5}?$
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maximum
Aug 14, 2023
-1
30
0
+817
polynomial roots
Find all real numbers $a$ such that the roots of the polynomial
\[x^3 - 12x^2 + 73x + a\]
form an arithmetic progression and are not all real.
maximum
Aug 13, 2023
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