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Post New Question
All Questions
+0
234771 Questions
0
404
1
equation in standard form x^+y^ - 10y = -13
equation in standard form x^+y^ - 10y = -13
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Guest
Jun 21, 2021
0
341
1
help algebra
Find the largest integer k such that the equation 5x^2 - kx + 88 = 0 has no real solutions.
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Guest
Jun 21, 2021
0
409
1
Algebraic Identities
Let a and b with a > b > 0 be real numbers satisfying a^3 + b^3 = a + b. Find $\frac{(a + b)^2 - 1}{ab}$ .
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Guest
Jun 21, 2021
0
423
3
Number Theory question
When N is divided by 10, the remainder is a. When N is divided by 11, the remainder is b. What is N modulo 110, in terms of a and b?
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Guest
Jun 21, 2021
0
430
3
+106
Help!
If x is a real number, what is the maximum possible value of the expression -x^2 + 8t -4?
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QuestionableBean
Jun 21, 2021
Jun 20, 2021
0
406
2
0 divided by 0
0 divided by 0
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Guest
Jun 20, 2021
0
380
1
help math problem
The product of all digits of positive integer M is 105. How many such Ms are there with four digits?
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Guest
Jun 20, 2021
0
365
2
geometry
Two sides of a parallelogram are 30 and 20. One diagonal has a length of 40. What is the length of the other diagonal?
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Guest
Jun 20, 2021
0
370
1
Polynomial
There is a unique polynomial P(x) of degree 4 with rational coefficients and leading coefficient 1 which has sqrt(2) + sqrt(15) as a root. What is P(1)?
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Guest
Jun 20, 2021
0
221
0
Algebra
Find all the values of a for which the equations
x^2 + ax + 1 = 0
x^2 - x - a = 2
read more ..
Guest
Jun 20, 2021
0
223
0
help plz
A unit fractionis a fraction of the form 1/n for some nonzero integer n. Compute the number of ways we can write 1/16 as the sum of two distinct positive unit fractions. (The order of the fractions in the sum does not matter, so 1/2+1/3 would be considered
read more ..
Guest
Jun 20, 2021
0
362
3
math problem
2k is a perfect square, 3k is a perfect cube, and 5k is a perfect 4th power. What is the sum of the exponents in the prime factorization of the smallest such positive integer k ?
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Guest
Jun 20, 2021
0
340
1
counting problem
Two boys and three girls are going to sit around a table with 5 different chairs. If the two boys want to sit next to Jill, in how many possible ways can they be seated?
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Guest
Jun 20, 2021
0
370
1
Complex Numbers
Suppose that a and b are positive integers such that (a-bi)^2 = 8 - 6i + 13 - 4i. What is a-bi?
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Guest
Jun 20, 2021
0
349
1
Help pls
How many four digit numbers are divisible by all of the following: 2, 3, 5, 7, and 19?
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Guest
Jun 20, 2021
0
362
2
how to solve
If g(x) = (x + 3)/4, for what value of x will g(2x) = 2(g(x)) ? Express your answer in simplest form.
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Guest
Jun 20, 2021
0
369
1
number theory
Find the sum of the positive square free divisors of 54000.
Note: A natural number is square free if it is not the multiple of any perfect square greater than 1.
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Guest
Jun 20, 2021
0
432
1
3d geometry
Rectangle ABCD is the base of pyramid PABCD. If AB = 8, BC = 4, $PA \perp AD$, $PA \perp AB$, and PB = 19, then what is the volume of PABCD?
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Guest
Jun 20, 2021
0
422
1
+179
Functional Equations
Let be the set of nonzero real numbers. Let be a function such that
(i)
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EnchantedLava68
Jun 20, 2021
0
468
2
number theory problem
Compute the sum of all positive integers k for which the number k*1984*2 has exactly 21 positive divisors.
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Guest
Jun 20, 2021
0
387
1
Coordinates
Find the distance between the x-intercept and the y-intercept of the graph of the equation 3x - 6y = 18.
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Guest
Jun 20, 2021
0
514
1
+876
Hints on Algebra?
Given: $x_n = (x_{n - 1})^2 + x_{n - 1}$ for $x \geq 2,$ and $x_1 = \frac{1}{2}.$
Problem: Prove that $(\frac{1- x_1}{x_1})(\frac{1- x_2}{x_2}) \cdots (\frac{1- x_{n-1}}{x_{n-1}}) < 2$ for all $x \geq 1.$
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MathProblemSolver101
Jun 20, 2021
0
362
1
polygon
The interior angles of a convex polygon are in arithmetic progression. The smallest angle is 120 degrees and the common difference is 5 degrees. Find the number of sides of the polygon.
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Guest
Jun 20, 2021
0
398
1
Help with function
For real numbers x, let
f(x) = x + 2 if x > 3,
f(x) = 2x^2 + 3x + a if x <= 3.
read more ..
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Guest
Jun 20, 2021
0
396
2
+4
solve
5x+14=k for x
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Kage789
Jun 20, 2021
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