Analysis
Grenzwerte, Ableitungen, Optimierung und Funktionsverhalten.
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find all horizontal asymptotes of the following function. $f(x)=\\frac{…
One Horizontal Asymptote (\(y = 1\))
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what is the exact value of \\( \\cos ( \\frac { 7 \\pi } { 8 } ) \\)? \…
D. \(-\frac{\sqrt{2 + \sqrt{2}}}{2}\)
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two types of memberships are available for a water park: an unlimited u…
\(70 = 10+5v\)
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find the exact value. cos \\frac{9\\pi}{4} type + or - ? \\frac{\\sqrt{…
\(+\frac{\sqrt{2}}{2}\)
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find the open intervals where the function is concave upward or concave…
A. The function is concave upward on the interval \((-\infty,\frac{2}{3})\) and concave downward on the interval \((\frac{2}{3},\infty)\). A. The function has an inflection point …
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find all points where the function has any relative extrema or saddle p…
A. Saddle point at \((0,0)\)
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determine the period.
\(9\)
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determine all intervals on which the graph of ( f ) is decreasing.
\((-\infty,-6)\) and \((0,4)\)
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which of the following best describes how the fourteenth amendment exte…
The Fourteenth Amendment defined citizenship in the U.S., made all citizens equal before the law, and guaranteed due process to all citizens; however, it did not extend voting rig…
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the topic sentence below is... in this part of my essay, i will write a…
Weak: Not a Claim
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question 15 (1 point) which of the following are all arguments against …
- B. Voters should be able to give a good incumbent another term in office. - D. A weak Council gives too much power to the mayor, bureaucrats and lobbyists. - F. In any election,…
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question 14 (1 point) term limited new york city councilmembers often t…
All of the Above
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question 13 (1 point) as a voter in new york city, you should know that…
City elected officials including the mayor and councilmembers
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day 2 graphing sine and cosine worksheet (graded) 1. find all possible …
2. Phase shift: \(0\); Period: \(\pi\); Vertical shift: \(0\); Amplitude: \(4\) 3. Phase shift: \(0\); Period: \(\frac{\pi}{2}\); Vertical shift: \(0\); Amplitude: \(2\) 4. Phase …
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5. while driving home on the taconic state highway, ernesto hits some l…
(a) The rate of change of his speed is \(-9\) miles per hour per minute. (b) Emesto's speed is changing faster when he slows down initially. Because the magnitude of the slope (ra…
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an object is falling such that the distance it travels is given as a fu…
\(64\) feet per second
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at which x - value does the cosine function attain a maximum value? $x …
A. \(x = 0\)
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what is ( 4cos^{2}(165^{circ}) - 2 ) expressed as a single trigonometri…
B. \(2\cos(330^{\circ})\)
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the acceleration y, in meters per second squared, of an object after x …
C. (0, 2) and (6, 10)
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determine if the given function has any points of discontinuity. explai…
There is a point of discontinuity at \(x = b\) only because the factor of \(x - b\) is common to both the numerator and denominator and factors out.
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an amusement park ride has cars that move around a circular track at th…
$5.03$
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cos(x) < 0.25 cos^{2}(x) < 0.25 \\sin(x) < 0.25 \\sin^{2}(x) < 0.25
D. $\sin^{2}(x)<0.25$
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find the following in degrees without using a calculator. \\( \\cos ^ {…
\(120\)
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find the following without using a calculator. \\( \\sin ( \\sin ^ { - …
\(0.7\)
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the graph given below shows the population ( p ) in a small industrial …
(a) \(1\) (thousand per year) (b) The population increased during that time span. (c) \(1990 - 2010\) (because if we assume \(x = 20\) corresponds to \(1990\) (\(1970+20\)) and \(…
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question 8 (1 point) which statement is true concerning common sharehol…
d) You may have capital gains or losses.
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11. -/3 pointsdetailsmy notesask your teacherpractice anotherthe graph …
(a) \(1\) (thousands per year) (b) The population increased during that time span. (c) None of the options are correct. If we assume a more accurate graph - reading (assuming a sy…
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9. given that \\( \\csc \\frac { 3 \\pi } { 10 } = \\sec y \\), first e…
\(y = \frac{\pi}{5}\)
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8. given that \\( \\sin \\frac { 2 \\pi } { 5 } = \\cos x \\), first ex…
\(x=\frac{\pi}{10}\)
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find the following in degrees without using a calculator. \\( \\sin ^ {…
\(17\)
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the espionage and sedition acts were designed to * 5 points a. limit go…
C. Prevent dissent against the war
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15. - / 0.81 points find an equation of the tangent to the curve at the…
\(y=\pi x+\pi^{2}\) ### Problem 16
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14. - / 0.81 points consider the following. $x = \\tan^{2}(\\theta)$, $…
\(y^{2}-x = 1,y>0\)
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consider the following. $x=sin (\frac{1}{2}\theta )$, $y=cos (\frac{1}{…
(a) The Cartesian equation is \(x^{2}+y^{2}=1\). (b) The curve is the lower - half of the unit circle \(x^{2}+y^{2}=1\) (since when \(\theta\in[-\pi,\pi]\), \(y = \cos(\frac{1}{2}…
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use the list below to answer the question. facts about venezuela in 201…
There were restrictions on how businesses could operate.
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use the graph of the rational function shown to complete the statement.…
\(+\infty\)
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question 9(multiple choice worth 3 points) (lesson 6.4 lc) driving at s…
may impede other vehicles on the road that are traveling at normal and safe speeds
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homework4: problem 30 (1 point) differentiate ( y = 5 sin ( \tan sqrt {…
\(y^\prime=\frac{5\cos x\cos(\tan(\sqrt{\sin x}))\sec^{2}(\sqrt{\sin x})}{2\sqrt{\sin x}}\)
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the slogan of the day among the west berliners is marked on the cross, …
"And now—now the Soviets themselves may, in a limited way, be coming to understand the importance of freedom."; "For I find in Berlin a message of hope, even in the shadow of this…
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for the quadratic function ( f(x)=-x^{2}-8x ), answer parts (a) through…
The function is decreasing on the interval \((-4,\infty)\)
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suppose ( y=sin (5 x^{2}+2 x - 5) ). we can write ( y=sin (u) ), where …
\(u = 5x^{2}+2x - 5\); \(\frac{dy}{du}=\cos(u)\); \(\frac{du}{dx}=10x + 2\); \(\frac{dy}{dx}=(10x + 2)\cos(5x^{2}+2x - 5)\)
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module 4 review (optional) score: 40.5/100 answered: 7/15 question 8 en…
Right - hand end behavior: As \(x\to+\infty\), \(f(x)\to-\infty\) Left - hand end behavior: As \(x\to-\infty\), \(f(x)\to+\infty\)
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question 2 of 10 how can agnes act like a sociologist and be systematic…
D. By asking people who receive speeding tickets why they were speeding
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(1 point) let ( r ( x ) = f ( g ( h ( x ) ) ) ), where ( h ( 1 ) = 2 ),…
\(120\)
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let ( f(x)=f(f(x)) ) and ( g(x)=(f(x))^{2} ) and suppose that ( f(8)=10…
\( F'(8)=180 \), \( G'(8)=720 \)
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homework4: problem 6 (1 point) differentiate ( y = \frac { 6 + sin x } …
\(\frac{x\cos x + 5\sin x-5}{(x + \cos x)^{2}}\)
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homework4: problem 4 (1 point) differentiate ( y=csc x(x+cot x) ). ( y^…
\(y'=-x\csc x\cot x-\csc x\cot^{2}x+\csc x-\csc^{3}x\)
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homework4: problem 2 (1 point) let ( f(x)=\frac{\tan (x)-3}{sec (x)} ).…
1. \(f^\prime(x)=\cos(x)+3\sin(x)\) 2. \(f^\prime(3)=\cos(3)+3\sin(3)\)
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differentiate ( y = 5sin(\tansqrt{sin x}) ). ( y=\frac{5cos(\tan(sqrt{s…
\(y'=\frac{5\cos(\tan\sqrt{\sin x})\sec^{2}(\sqrt{\sin x})\cos x}{2\sqrt{\sin x}}\)
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15. which of the following functions has an average rate of change equa…
C. \(f(x) = 7\)
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14. what does a positive average rate of change indicate about a functi…
d. The function is increasing.
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13. what is the average rate of change for $f(x)=x^{2}-2x + 3$ over $2,…
a. 5
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12. if ( f(x)=\frac{1}{x} ), what is the average rate of change over (1…
a. -0.5
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11. which interval has a positive average rate of change for f(x) = -x²…
d. \([0,1]\)
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7. if ( f(x)=6 x^{2}+3 x ), what is the average rate of change over (1,…
a. 27
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3. if $f(x)=-x^{2}+4x - 3$, what is the average rate of change over $0,…
d. 2
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find the series interval of convergence and, within this interval, the …
\(\frac{1}{1 - 16x}\)
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state whether the following statement is true or false. the function ( …
True
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find the average rate of change of ( f(x)=-4x + 3 ) from 3 to 6. the av…
\(-4\)
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consider the series $\\sum_{n = 0}^{\\infty}\\frac{(x - 8)^{n}}{9^{n}}$…
The series converges absolutely on the interval \((-1,17)\)
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consider the series \\( \\sum _ { n = 0 } ^ { \\infty } \\frac { ( x - …
\(9\)
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let ( f ) be defined by ( f(x)=(x^{2}-1)^{4} ) for all real numbers ( x…
B. \((-1,0)\) and \((1,\infty)\)
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49 multiple choice 2 points what is the value of x in the solution of t…
49. C. 2 50. B. \((-1,0)\) and \((1,\infty)\)
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8. what mathematical concept is used to explain the rhythmic patterns i…
A. Fractions
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part ii: pros and cons of two party system: identify 3 pros (advantages…
| Pros (Advantages) | Cons (Disadvantages) | | --- | --- | | Stability | Limited Ideological Spectrum | | Clear Choices | Duplication of Ideas | | Efficient Policy - Making | Excl…
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what was one effect of oda nobunagas limits on the power of buddhist mo…
Trade across the empire opened up and gave more control to merchants.
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as your responsibilities increase, balancing your online coursework and…
D. A tool that effectively helps in managing tasks and notifications together
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what was one effect of oda nobunagas limits on the power of buddhist mo…
Trade across the empire opened up and gave more control to merchants.
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let $f(x)=(x^{2}-1)^{4}$. over what interval is the function decreasing…
\((-\infty,-1)\) and \((0,1)\) (the third option)
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what is the solution for the following system of equations? 2x + y = 7 …
\((4,-1)\)
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how would a nation most likely try to limit inexpensive cars from being…
by imposing tariffs on the cars at the border
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how did tokugawa ieyasu limit the power of the daimyo? by reclaiming al…
B. By limiting the amount of land they could own
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multiple choice 1 point steve invests $1,800 in an account that earns 3…
\(\$2606\)
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short answer 17 a. sketch at least one cycle of a sine curve with ampli…
Sketch the sine curve \(y = 2\sin(x)+3\) using the key points \((0,3)\), \((\frac{\pi}{2},5)\), \((\pi,3)\), \((\frac{3\pi}{2},1)\), \((2\pi,3)\) and connecting them with a smooth…
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regularly. you realize that maintaining the momentum of positive change…
Share success stories and offer recognition to participants for consistent involvement.
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9. - / 1 points details my notes make a substitution to express the int…
\(\frac{x}{5}-\frac{1}{5}\ln(e^{x}+5)+C\)
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make a substitution to express the integrand as a rational functi int \…
\(\frac{1}{5}x-\frac{1}{5}\ln(e^{x}+5)+C\)
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write the product as a sum. 19 sin(\\(\\frac{x}{2}\\)) cos(\\(\\frac{x}…
\(\frac{19}{2}\sin(\frac{3x}{4})+\frac{19}{2}\sin(\frac{x}{4})\)
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find the exact value of the given expression. \\( \\cos \\left( 2 \\tan…
\(-\frac{7}{25}\)
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find $\\sin\\left(\\frac{x}{2}\ ight)$, $\\cos\\left(\\frac{x}{2}\ ight…
$\sin(\frac{x}{2})=\frac{\sqrt{17}}{17}$, $\cos(\frac{x}{2})=\frac{4\sqrt{17}}{17}$, $\tan(\frac{x}{2})=\frac{1}{4}$
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simplify the expression by using a double - angle formula or a half - a…
\(\sin(14\theta)\)
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follow the steps for graphing a rational function to graph the function…
C. The function has no oblique asymptote. C. There is no horizontal or oblique asymptote. Since \(R(x)=x + 3\) (a straight line with a hole at \(x=-6\)), it is above the \(x\) - a…
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follow the steps for graphing a rational function to graph the function…
- For vertical asymptotes: D. The function has no vertical asymptote - For horizontal asymptotes: C. The function has no horizontal asymptote - For oblique asymptotes: A. The func…
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follow the steps for graphing a rational function to graph the function…
- Vertical asymptote: D. The function has no vertical asymptote. - Hole: A. There is a hole in the graph at the point \((-6,-3)\)
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which narrative point of view is shown in the passage? this anselmo had…
third person limited
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which narrative point of view is shown in the passage? pa and vernon ar…
first person
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find sin(2x), cos(2x), and tan(2x) from the given information. csc(x) =…
\(\sin(2x)=-\frac{3\sqrt{7}}{32}\) \(\cos(2x)=\frac{31}{32}\) \(\tan(2x)=-\frac{3\sqrt{7}}{31}\)
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a passenger is riding a ferris wheel. the graph shows the height, in fe…
\( h(t)=-1\cos(\pi t)+2 \)
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a passenger is riding a ferris wheel. the graph shows the height, in fe…
\(h(t)=-\frac{1}{5}\cos(\frac{\pi}{10}t)+2\)
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find the points on the curve where the tangent is horizontal or vertica…
Horizontal tangent: \((0,-5)\); Vertical tangents: \((-2,-4),(2,-4)\)
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find a polar equation for the curve represented by the given cartesian …
\(r = 8\sin\theta\)
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follow the steps for graphing a rational function to graph the function…
For vertical asymptotes: - Option C: It approaches \(\infty\) on one side of the asymptote(s) at \(x=-4\) and \(-\infty\) on the other For horizontal asymptotes: - Option C: The f…
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18. if ( y = \tan x - cot x ), then ( dy/dx = ) a ( sec x csc x ) b ( s…
E. \(\sec^{2}x+\csc^{2}x\)
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15. if ( f(x)=x+sin x ), then ( f^{prime}(x)= )
\(1 + \cos x\)
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13. if $y = x^{2}e^{x}$, then $\frac{dy}{dx}=$
\(x e^{x}(x + 2)\)
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9. why were railroads so important to the growth of american industry a…
They created national markets by connecting producers and consumers.
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3. if $f(x)=3x^{2}+2x$, then $f(x)=$
\(6x + 2\)
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10. the graph of a function f is shown above. at which value of x is f …
C. \(c\)
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the graphs of the piecewise linear functions f and g are shown above. i…
A. 2
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the table above gives values for the functions f and g and their deriva…
\(2\)