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Post New Question
All Questions
+0
237746 Questions
0
83
1
+20
Expected Outcome
A standard deck of cards contains 52 cards. These 52 cards are arranged in a circle, at random. Find the expected number of pairs of adjacent cards that are both black.
I know that this expected outcome, where I would have, for example, case 1 where
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NotydoleM
Aug 18, 2023
0
48
2
+1662
help how to rationalize denominator
Rationalize the denominator of $\displaystyle \frac{1}{2 - \sqrt[3]{2}}$. With your answer in the form $\displaystyle \frac{\sqrt[3]{A} + \sqrt[3]{B} + \sqrt[3]{C}}{D}$, and the fraction in lowest terms, what is $A + B + C + D$?
The3Mathketeers
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wiseowl
Aug 18, 2023
0
107
1
+1662
help
How do we know when a system has no solutions?
Suppose $K$ is a constant, such that no pair of real numbers $(x,y)$ satisfies this system of equations:
\begin{align*}
6x + 4y &= 7 \\
Kx + 4y &= 4
\end{align*}<#>
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wiseowl
Aug 18, 2023
0
86
1
+1662
solve the inequality
Find all values of $x$ that satisfy
\[5x - 1 < (x + 1)^2 + 7x - 3.\]
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wiseowl
Aug 18, 2023
0
117
1
help math
Milton spilled some ink on his homework paper. He can't read the coefficient of $x$, but he knows that the equation has two distinct negative, integer solutions. What is the sum of all of the distinct possible integers that could be under the ink stain?
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Guest
Aug 18, 2023
-2
71
2
+818
help polynomials
I cant solve this
Let $P(x) = 0$ be the polynomial equation of least possible degree, with rational coefficients, having $\sqrt[3]{2} + \sqrt[3]{3}$ as a root. Compute the product of all of the roots of $P(x) = 0.$
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maximum
Aug 18, 2023
-2
112
1
+818
help me plz
Let $f(x)$ be a monic polynomial such that $f(0)=4$ and $f(1)=8$. If $f(x)$ has degree $2$, what is $f(x)$? Enter your answer in the form $ax^2+bx+c$, where $a$, $b$, and $c$ are real numbers.
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maximum
Aug 18, 2023
0
112
3
+132
Please help me!!
Given log53 = 0.6826 and log58=1.2920, evaluate the expressions.
(a) log52
(b) log5(75/8)
Thank you so much for checking this question out, can you please help me solve it
read more ..
The3Mathketeers
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thebestchesscat
Aug 18, 2023
0
58
3
+132
I need some help please
Hi there, thank you for checking this question out. would you please help me, please
Gregory may choose between two accounts in which to invest $5000. Account A offers 2.3%
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thebestchesscat
Aug 18, 2023
+1
99
2
+10
help me more pls (i might have more btw)
The supply store sells 4 pencils for every 5 pens. The store sold 28 pencils yesterday. How many pens did the store sell?
The3Mathketeers
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Underfell
Aug 18, 2023
+1
60
2
+10
help
There are 60 pencils in 4 pencil boxes. How many pencils are in 7 boxes?
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Underfell
Aug 18, 2023
0
77
3
+132
I need help with Matrices please
Thank you so much for reading this. Could you please help me :)
Consider the matrices.
L = [2 -3] , M= [ -1 7] , N= [-8 -2]
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thebestchesscat
Aug 18, 2023
0
118
2
+132
PLEASE HELP ME
Consider matrix A.
A= [-3 5 2]
8 -1 3
what matrix results from -7 * A ?
Enter the answer by filling in the blanks:
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thebestchesscat
Aug 18, 2023
0
85
1
+132
I NEED YOUR HELP!
Hi, can you please help me on this. thank you so much
Consider the matrices.
L = [2 -3] , M= [
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thebestchesscat
Aug 18, 2023
0
114
1
+132
I NEED HELP PLEASE!!
Hey, I seriously need help with this. please help me i greatly appreciate it. This is Matrices.
consider the system of equations
2x+y=3
-3x+4y=23
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thebestchesscat
Aug 18, 2023
0
119
1
counting and prob
Five adults and five children randomly sit in ten seats that are equally spaced around a circle, such that one person sits in each seat. What is the probability that there is at least one diameter of the circle with two adults sitting on opposite ends of
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Guest
Aug 18, 2023
0
105
1
+59
number theory pls help!!
Find the positive integer n satisfying gcd(n,180) = 18 and lcm[n,24] = 504.
thanks in advance!
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dumplings
Aug 18, 2023
-1
87
1
+1932
trigonometry
In right triangle $BCD$ with $\angle D = 90^\circ$, we have $BC = 10$ and $BD = 8$. Find $\sin B$.
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tomtom
Aug 18, 2023
0
101
0
+1932
floor function sum
Let
\[f(x) = \left\lfloor\frac{2 - 3x}{2x + 8}\right\rfloor.\]
Evaluate $f(1)+f(2) + f(3) + \dots + f(999)+f(1000).$ (This sum has $1000$ terms, one for the result when we input each integer from $1$ to $1000$ into ${}f$.)
tomtom
Aug 18, 2023
Aug 17, 2023
-2
95
1
+1932
hard probability
A coin that is $8$ cm in diameter is tossed onto a $5$ by $5$ grid of squares each having side length $16$ cm. A coin is in a winning position if no part of it touches or crosses a grid line, otherwise it is in a losing position. Given that
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tomtom
Aug 17, 2023
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