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Algebra II

What is the standard form of y=2x(4x-2)(x-4)-x+2?

arrebolyt 2022-01-28

What is the equation in standard form of the parabola with a focus at (14,5) and a directrix of y=-15?

Emerson Barnes 2022-01-27

How do you determine the degree of a polynomial?

Gwendolyn Giles 2022-01-27

How do you write 5+3x in standard form?

Aubrey Hendricks 2022-01-27

How do you write in standard form an equation of the line passing through the given point (-3,3) with the given slope 1?

treetopssan 2022-01-27

How do you write $x^{4} - 9 + 3 x^{2} - x^{3}$ in standard form?

minikim38 2022-01-27

How do you write an equation in standard form with integer coefficients for the line with slope 17/12 going through the point (-5,-3)?

Emmy Combs 2022-01-27

How do you write $y = \frac{2}{3} x + 5$ in standard form?

blitzbabeiy 2022-01-27

How do you simplify polynomials?

The table below gives values of the function f and g and different values of x. Whatis f(g (1))?

x 1 2 3

f(x) 3 -6 2

g(x) 2 7 1

What did happened to number +1

derlingasmh 2022-01-23

How to formally show that $f (z)$ is analytic at $z = 0$ ?
Let $z$ be a complex number. Let
$f (z) = \frac{1}{\frac{1}{z} + \ln (\frac{1}{z})} .$
How to formally show that $f (z)$ is analytic at $z = 0$ ? I know that for small z we have
$| \frac{1}{z} | > | \ln (\frac{1}{z}) |$
and that implies $| f (0) | = 0$ . Are there multiple ways to handle this ?

Fallbasiss4 2022-01-23

The differential for each function can be found:
$(a) y = x^{2} \sin (4 x)$
$d y =$
$(b) y = \ln (\sqrt{(1 + t^{2})})$
$d y =$

Celia Horne 2022-01-23

Evaluate $lim_{y \to 0} \frac{\log (1 + y)}{y}$ without LHR or Taylor series

Vanessa Hensley 2022-01-23

Logarithmic Series Evaluation
I was trying to generate a direct formula for this series but I am not sure whether it is possible to do so.
$1 \ln (1) + 2 \ln (2) + 3 \ln (3) + 4 \ln (4) + \dots + (n - 1) \ln (n - 1) + n \ln (n)$

m4tx45w 2022-01-23

Prove
$\frac{1}{x + 1} < \ln (\frac{x + 1}{x}) < 0.5 (\frac{1}{x} + \frac{1}{x + 1})$

Sapewa 2022-01-22

How can I solve $8 n^{2} = 64 n \log_{2} (n)$

socorraob 2022-01-22

Are logarithms the only continuous function on $(0, \infty)$ such that $f (x y) = f (x) + f (y)$ ?

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Algebra II