Analysis
Grenzwerte, Ableitungen, Optimierung und Funktionsverhalten.
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how did colonists react to the proclamation of 1763? they were angry th…
They were angry that Britain had limited the area available for settlement.
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angel island processed primarily asian immigrants, shaping west coast c…
A. They contributed labor to industries like railroads and agriculture.
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the first derivative test question part 2 of 4 completed: 0 of 3 my sco…
- Critical points: \(x=-4,0\) - The function \(f\) is increasing on the open intervals \((-\infty,-4)\) and \((0,\infty)\), and decreasing on the open interval \((-4,0)\). So the …
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answer the following questions about the function whose derivative is (…
A. The critical point(s) of \(f\) is/are \(x=-4,0\)
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the gentlemens agreement in the early 20th century limited the number o…
B. Japan
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find ( f_{x}(x,y) ) and ( f_{y}(x,y) ), and explain why ( f(x,y) ) has …
\(f_y(x,y)=7.3 + 0.9y^{2}\). Since the system of equations \(f_x(x,y)=0\) and \(f_y(x,y)=0\) has no solution (because \(f_y(x,y)=7.3 + 0.9y^{2}=0\) has no real \(y\) - values), th…
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find $f_x(x,y)$ and $f_y(x,y)$, and explain why $f(x,y)$ has no local e…
\(f_x(x,y)=2x - 1.6\)
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find ( f_{x}(x,y) ) and ( f_{y}(x,y) ), and explain why ( f(x,y) ) has …
\( f_y(x,y)=5 \). The function \( f(x,y) = 5x+5y + 7\) has no local extrema because there are no points \((x,y)\) such that \( f_x(x,y)=0\) and \( f_y(x,y)=0\) (no critical points…
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find $f_x(x,y)$ and $f_y(x,y)$, and explain why $f(x,y)$ has no local e…
\( f_x(x,y)=5 \), \( f_y(x,y)=5 \). The function \( f(x,y) \) has no local extrema because there are no points \( (x,y) \) where \( f_x(x,y) = 0 \) and \( f_y(x,y)=0 \) (no critic…
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find f(0), f(0), and and determine whether f has a local minimum, local…
\(f^\prime(0)=32\), \(f^{\prime\prime}(0)=32\), C. The function has neither a local minimum nor a local maximum at \(x = 0\).
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find ( f(0), f(0) ), and and determine whether ( f ) has a local minimu…
\(f^{\prime\prime}(0)=32\)
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find ( f^{prime}(0), f^{prime prime}(0) ), and and determine whether ( …
\(32\)
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find ( f^{prime}(0), f^{prime prime}(0) ), and determine whether ( f ) …
\(f^\prime(0)=0\), \(f^{\prime\prime}(0)=-18\), B. The function has a local maximum at \(x = 0\).
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find ( f^{prime}(0), f^{prime prime}(0) ), and determine whether ( f ) …
\(f^{\prime\prime}(0)=-18\)
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find f(0), f(0), and determine whether f has a local minimum, local max…
\( 0 \)
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show your personality. youre reading too much. you know this. youve got…
Then Ruthie hugs Reggie. And then, to top it off, Principal Blaylock gives Reggie a short time limit (five minutes) and tells him to "keep it clean". overwhelmed.
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in the early 1900s, the national association for the advancement of col…
punish lynch mobs.
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during a 10 - year period of constant inflation, the value of a $500,00…
$709858.34$
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if $6000 is invested for t years at 8% interest compounded continuously…
B. \( t\approx7.20\) years
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sketch a graph of the following function and verify using your graphing…
A.
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sketch a graph of the following function and verify using your graphing…
B.
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a radioactive element decays according to the function $y = y_0e^{-0.02…
a. \( y = 5.584 \) grams
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find the value or values of c that satisfy the equation \\( \\frac { f …
\( c = \frac{37}{4} \)
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find the value or values of c that satisfy the equation \\( \\frac { f …
\(7.5\)
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find the value or values of c that satisfy the equation \\( \\frac { f …
\(1\)
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(teks us.16.d) read the excerpt and answer the question that follows. t…
Hoover wanted to limit the role of the federal government in managing the crisis.
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standard: f - ifc.07d graph functions expressed symbolically and show k…
\(2\)
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1 fill in the blanks with the correct values to describe features of th…
a. \(A = 2\) b. \(B=-3\) c. \(C = 3\) d. No vertical asymptote (or \(D\) is not applicable) e. No horizontal asymptote (or \(E\) is not applicable)
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determining trigonometric function values on the... when try to determi…
\(\tan(750^{\circ})=\frac{\sqrt{3}}{3}\) \(\cot(750^{\circ})=\sqrt{3}\)
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without using a calculator, compute the sine and cosine of 315° by usin…
Reference angle: \(45\) degrees. Quadrant: \(4\) \(\sin(315^{\circ})=-\frac{\sqrt{2}}{2}\) \(\cos(315^{\circ})=\frac{\sqrt{2}}{2}\)
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an angle measures θ radians (where θ > 0). a circle is centered at the …
a. \(-0.818\) b. \(-0.575\)
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use implicit differentiation to find $\\frac{dy}{dx}$ given the equatio…
\(\frac{dy}{dx}=\frac{ye^{xy}}{4y^{3}-xe^{xy}}\)
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let θ represent the radian measure of the angle below: by dragging the …
The radius \(r\) of the circle is approximately \(3\space cm\)
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a. since \\( \\sin ( 5.4 ) \\approx - 0.7728 \\), the terminal point is…
c. The \(x\) - coordinate of the terminal point is approximately \(3.09\) cm. d. The \(y\) - coordinate of the terminal point is approximately \(-3.79\) cm.
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the given angle measures 4.2 radians. a circle with a radius 5.3 cm lon…
a. \(0.4903\) b. \(0.4903\) c. \(-2.6\) d. \(-4.62\)
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let ( f(x)=(ln x)^{4} ) ( f^{prime}(x)= ) ( f^{prime}left(e^{3} ight)= …
\(f^\prime(x)=\frac{4(\ln x)^3}{x}\), \(f^\prime(e^3)=\frac{108}{e^3}\)
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if ( f(x)=sin(x^{3}) ), find ( f^{prime}(x) ). ( f^{prime}(x)= )
\(3x^{2}\cos(x^{3})\)
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a. the terminal points distance to the right of the circles vertical di…
\(2.2\)
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the graph of ( f ) is shown below. evaluate each integral by interpreti…
1. \(3\) 2. \(-2\) 3. \(\frac{\pi + 5}{2}\)
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webwork 5 - topics 10 - 12: probl (1 point) evaluate the definite integ…
\(\frac{1}{2}\ln(\frac{8}{7})\)
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webwork 5 - topics 10 - 12: problem 8 (1 point) consider the integral $…
\(\frac{9\pi}{2}\)
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evaluate the integral using an appropriate $\\int \\frac { x ^ { 6 } + …
\(\frac{2}{7}\sqrt{x^{7}+7x}\)
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find the following limit using lhopitals rule: $$\\lim_{x \\to 0^{+}} \…
\(\infty\)
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let int_{0}^{2} f(x) d x=-4, quad int_{0}^{3} f(x) d x=-11, int_{0}^{2}…
\(a =-\frac{8}{11}\)
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let int_{0}^{8} f(x) d x=4, quad int_{0}^{3} f(x) d x=11, int_{0}^{8} g…
a. $15$ b. $7$ c. $41$ d. $-\frac{4}{11}$
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let int_{0}^{2} f(x) d x=-4, quad int_{0}^{3} f(x) d x=-11, int_{0}^{2}…
a. \(-10\) b. \(-3\) c. \(-25\)
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correct! the angle subtends an arc that is 5 radius lengths. therefore,…
\(5\) radians
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(2.2 - 4.5) 9 of 19 this test: 90 point(s) possible this question: 6 po…
| Points that lie on the graph of \( y = x^{3} \)| Corresponding points that lie on the graph of \( f(x)=-(x - 1)^{3}-1 \)| |---|---| |\( (-1,-1) \)|\( (0,0) \)| |\( (0,0) \)|\( (…
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use the graph of a function ( y = f(x) ) to find the absolute maximum a…
For the absolute maximum: B. There is no absolute maximum for \(y = f(x)\). For the absolute minimum: A. The absolute minimum of \(y = f(x)\) is \(f(0)=1\). For the local maximum:…
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for nagel, the reason why there are facts that cannot be expressed as t…
there are facts that cannot be understood from within our own unique point of view as human beings
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2.2 the limit of a function: problem 8 (6 points) sketch the graph of t…
1. \(-6\) 2. \(1\) 3. DNE 4. \(5\) 5. \(-6\)
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the approval of how many states were needed to ratify the new constitut…
Nine
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give the degree measure of θ if it exists. do not use a calculator. θ =…
A. \(\theta = 30^{\circ}\)
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please answer the following questions about the function $f(x)=7x^{5}-3…
- Critical numbers \(x=0,\frac{12}{35}\) - Increasing on the interval \((-\infty,0)\cup(\frac{12}{35},\infty)\) - Decreasing on the interval \((0,\frac{12}{35})\) - Local maxima \…
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solve the equation for solutions over the interval 0°, 360°). cotθ + 5c…
A. The solution set is \(65.1\)
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find the exact value of the following, without using a calculator. \\( …
\(\frac{\sqrt{26}-5\sqrt{78}}{52}\)
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use a calculator to give the real number value. (be sure the calculator…
$0.197$
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solve the equation for exact solutions over the interval 0, 2π). 10 csc…
B. The solution is the empty set.
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a radioactive substance decays according to the following function, whe…
\(7.4\)
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determine the interval(s) on which the function is (strictly) decreasin…
\([-7,-4],[-3,0]\)
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use linear approximation, i.e. the tangent line, to approximate \\( \\s…
\(m=\frac{1}{48}\), \(b = \frac{8}{3}\), \(\sqrt[3]{64.2}\approx4.0042\)
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let ( f(t) ) be the temperature of a cup of coffee ( t ) minutes after …
For the first question: D. 9 minutes after the coffee has been poured, the temperature of the cup of coffee is 130 degrees. For the second question: C. 9 minutes after the coffee …
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the graph of the following function has one relative extreme point. fin…
The relative extreme point is \((-4,2)\). The relative extreme point is a relative minimum.
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use implicit differentiation to find \\( \\frac { \\partial z } { \\par…
\(\frac{\partial z}{\partial x}=\frac{yz}{2e^{2z}-xy}\), \(\frac{\partial z}{\partial y}=\frac{xz}{2e^{2z}-xy}\)
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use the graph to determine a. open intervals on which the function is i…
a. A. The function is increasing on the interval(s) \((-2,\infty)\) b. A. The function is decreasing on the interval(s) \((-\infty,-2)\) c. B. There is no interval on which the fu…
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differentiate implicitly to find \\( \\frac { d y } { d x } \\). then f…
\(\frac{dy}{dx}=\frac{4 - 2y}{x}\) The slope of the curve at \((2,3)\) is \(-1\)
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which of the following is an assumption applied to the 2002 aaidd defin…
Valid assessments are used that consider cultural and linguistic diversity.
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the 2002 aaidd definition states that intellectual disability includes …
Significant limitations in adaptive functioning.
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consider the following. v = sin(2s² - 3t²) find the first partial deriv…
\(v_{ss}=4\cos(2s^{2}-3t^{2})-16s^{2}\sin(2s^{2}-3t^{2})\) \(v_{st}=24st\sin(2s^{2}-3t^{2})\) \(v_{ts}=24st\sin(2s^{2}-3t^{2})\) \(v_{tt}=-6\cos(2s^{2}-3t^{2})-36t^{2}\sin(2s^{2}-…
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look at this graph: what is the minimum value of this function? submit
\(-9\)
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1 multiple choice 2 points what is the main purpose of the abstract in …
1. To summarize the research question, methods, and key findings 2. Conducting surveys and interviews 3. Cultural perceptions of gender roles in the workplace
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3 multiple choice 2 points which of the following strategies is most ef…
- **Question 3**: Encouraging open feedback and clarifying misunderstandings - **Question 4**: To maintain cohesion, achieve goals, and foster understanding - **Question 5**: To p…
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use the graph to determine a. open intervals on which the function is i…
The function is increasing on the interval \((- 1,\infty)\)
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$$\\int_{0}^{28} g(x) d x$$ on the interval $24,28$, the graph again fo…
\(\frac{1}{2}(4)(4)=8\)
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on the interval (8, 24), the graph is a semi - circle. since the semi -…
\(8\)
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if ( g(x) ) is positive, then the integral ( int_{a}^{b} g(x) dx ) corr…
The area of the triangle is \(64\), so \(\int_{0}^{8}g(x)dx = 64\)
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step 1 if ( g(x) ) is positive, then the integral ( int_{a}^{b} g(x) d …
The side length along the \(x -\)axis is \(8\) and along the \(y -\)axis is \(10\).
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evaluate the integral by interpreting it in terms of areas. $$ int _ { …
\(-\frac{55}{2}\)
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express the limit as a definite integral on the given interval. lim _{n…
\(\int_{1}^{5}\frac{x}{x^{2}+2}dx\)
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determine a region whose area is equal to the given limit. do not evalu…
\(4\sqrt{1 + x}\) on \([0,4]\) (i.e., the fourth option)
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find the exact value using a sum or difference identity. tan 75° hint: …
\(2+\sqrt{3}\)
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write the expression as the sine or cosine of an angle. \\( \\sin 3 x \…
$\sin(2x)$
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step 1 we will use either ( l_6 ) or ( r_6 ) for the upper and lower es…
\(\Delta t=1\)
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if ( f(6)=10 ), ( f^{prime} ) is continuous, and ( int_{6}^{7} f^{prime…
\(25\)
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question 13 gangs that have limited cohesion, shifting membership, and …
C. pseudo gangs
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a graphing calculator is recommended. what is wrong with the equation? …
\(f(\theta)=9\sec(\theta)\tan(\theta)\) is not continuous on the interval \([\pi/3,\pi]\) so part 2 of the fundamental theorem of calculus cannot be applied.
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evaluate the integral. $$ int _ { - 4 } ^ { 4 } f ( x ) d x $$ where $$…
\(\frac{176}{3}\)
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5. - / 1 points find the derivative of the function. g(x) = \\( \\int _…
\(g^{\prime}(x)=\frac{6x}{\sqrt{7 + 81x^{8}}}-\frac{\sec^{2}(x)}{\sqrt{7+\tan^{4}(x)}}\)
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use part one of the fundamental theorem of calculus to find the derivat…
\(\frac{3(3x + 5)}{1+(3x + 5)^{3}}\)
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use part one of the fundamental theorem of calculus to find the derivat…
\(\sin(8 + w^{9})\)
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during a 10 - year period of constant inflation, the value of a $500,00…
\(709858.34\)
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the amount of credit - card spending during the holiday period has incr…
\(6.30\)
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example springfield monthly rainfall totals, 2010 in which intervals di…
Mar - Apr, Apr - May, July - Aug, Aug - Sept, Sept - Oct
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section 3.7 score: 7/10 answered: 7/10 question 8 write an equation for…
\(y=\frac{8(x - 4)(x + 2)}{(x + 3)(x - 6)}=\frac{8x^{2}-16x - 64}{x^{2}-3x - 18}\)
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refer to the figure below which contains the graph of ( f(x) ), the der…
\(3\)
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which functions have the property that the slope always increases as x …
B. None of the functions have the property that the slope always increases as \(x\) increases.
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refer to the graph at the right to answer the following questions. (a) …
The function is increasing at the labeled point(s) \(A,F\). The graph is concave up at the labeled point(s) \(D,E,F\). The graph has the most negative slope at the labeled points(…
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draw the graph of the function ( y = f(x) ) that satisfies the followin…
A.
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consider the graph of ( g(x) ) shown below. (a) if ( g(x) ) is the firs…
(a) C. \(f(x)\) is increasing at \(x = 1\). (b) A. \(f(x)\) is concave down at \(x = 4\).
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section 3.7 score: 4/10 answered: 4/10 question 5 find the horizontal a…
\(y=\frac{3}{2}\)