Member: dududsu2

106 Questions
55 Answers

732

+466

A mathematician works for $t$ hours per day and solves $p$ problems per hour, where $t$ and $p$ are positive integers and $1

One day, the mathematician drinks some coffee and discovers that he can now solve problems per hour. In fact, he only works for hours that day, but he still solves twice as many problems as he would in a normal day. How many problems does read more ..

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dududsu2 Dec 22, 2020

1013

+466

The graph of $y=\frac{5x^2-9}{3x^2+5x+2}$ has a horizontal asymptote at $y=a$. What is $a$?

help please

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dududsu2 Dec 21, 2020

968

+466

Let $S$ be the set of all real numbers $\alpha$ such that the function\[\frac{x^2+5x+\alpha}{x^2 + 7x - 44}\]can be expressed as a quotient

can be expressed as a quotient of two linear functions. What is the sum of the elements of ?

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dududsu2 Dec 21, 2020

867

+466

If $x+y=9$ and $xy=10$, what is the value of $x^3+y^3$?

help please

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dududsu2 Dec 21, 2020

1202

+466

Find the product of all positive integer values of $c$ such that $8x^2+15x+c=0$ has two real roots.

help please

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dududsu2 Dec 20, 2020

536

+466

such that for any vector $\mathbf{v},$ $\mathbf{R} \mathbf{v}$ is the reflection of $\mathbf{v}$ through the $xy$-plane.

Find the matrix

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dududsu2 Dec 16, 2020

1151

+466

If $725x + 727y = 1500$ and $729x+ 731y = 1508$, what is the value of $x - y$ ?

HELP PLEASE

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dududsu2 Dec 16, 2020

711

+466

For some constants $a$ and $b,$ let The function $f$ has the property that $f(f(x)) = x$ for all $x.$ What is $a + b?$

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dududsu2 Dec 15, 2020

561

+466

Find all values of $k$ so that the graphs of $x^2 + y^2 = 4 + 12x + 6y$ and $x^2 + y^2 = k + 4x + 12y$ intersect.

Enter your answer using interval notation.

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dududsu2 Dec 14, 2020

903

+466

If $a$, $b$, and $c$ are integers satisfying $a + \frac 1b = \frac{22}{7}$, $b + \frac 1c = 8$, and $abc = 21$, then find $c + \frac 1a$.

Express your answer as a common fraction.

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dududsu2 Dec 11, 2020

653

+466

\[\sum_{k = 2}^\infty \frac{k - 3}{k(k^2 - 1)}.\]

help please

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dududsu2 Dec 10, 2020

638

+466

Let $f(x)$ be a polynomial of degree $4$ with rational coefficients. Find $f(1).$

Which has as roots, and such that

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dududsu2 Dec 10, 2020

582

+466

In a certain polynomial, all the coefficients are integers, and the constant coefficient is 42. All the roots are integers, and distinct.

Find the largest possible number of integer roots.

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dududsu2 Dec 10, 2020

479

+466

Find the remainder when $x^{100}$ is divided by $(x + 1)^3.$

help please

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dududsu2 Dec 10, 2020

617

+466

Find the remainder when $2x^6-x^4+4x^2-7$ is divided by $x^2+4x+3$.

help please

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dududsu2 Dec 10, 2020

954

+466

What is the largest three-digit integer $n$ that satisfies$$55n\equiv 165\pmod{260}~?$$

help please

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dududsu2 Dec 10, 2020

+466

Thanks for trying but the answer is 459

dududsu2Dec 21, 2020

+466

09we]9g0egkjiewgjkdjskdjklsgjoegj"WGJwrgiWRJGIWROJgIWOERugrguiorwgu90wrguo;/SDL"Dzx/.;flmks'wo;eiwff

dududsu2Dec 16, 2020

+466

The median is 12.3 and the avarage is 12498682.1052 so the answer is 153733789.894

dududsu2Dec 16, 2020

+466

You are correct!!!!!! Thanks for answering my question

dududsu2Dec 10, 2020

+466

Thanks for trying but the answer is 24

dududsu2Dec 10, 2020

+466

Good job but it is supposed to only be 8/7 because x is bigger than 0 so it can not be -5/3.

dududsu2Dec 10, 2020

+466

sorry but it is incorrect

dududsu2Dec 10, 2020

+466

sorry nut I still can not solve it

dududsu2Dec 9, 2020

+466

Thanks for all these great answers.

dududsu2Dec 9, 2020

+466

oops since 3 to 10 are the biggest integers so you use them and (3 +5+7+10)(4+6+8+9) is the answer

dududsu2Dec 8, 2020

+466

Thanks for trying but it is incorrect

dududsu2Dec 8, 2020

+466

The answer is 55

dududsu2Dec 8, 2020

+466

You still have not said the sum

dududsu2Dec 8, 2020

+466

Thank you Cphill

dududsu2Dec 8, 2020

Username	dududsu2
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