Calcul
Limites, dérivées, optimisation et comportement des fonctions.
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question given cos a = 60/61 and that angle a is in quadrant i, find th…
\(\frac{60}{11}\)
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a right triangle has base x meters and height h meters, where h is cons…
B. \(\frac{d\theta}{dt}=(\frac{-h}{x^{2}+h^{2}})\frac{dx}{dt}\) radians per second
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question given sec a = 41/9 and that angle a is in quadrant i, find the…
\(\frac{40}{41}\)
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b.) express the following improper integral as limits of proper integra…
\(\int_{2}^{\infty}\frac{3x}{4 - x^{2}}dx=\lim_{t ightarrow\infty}\int_{2}^{t}\frac{3x}{4 - x^{2}}dx\)
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question given tan a = 7/4 and that angle a is in quadrant i, find the …
\(\frac{\sqrt{65}}{4}\)
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“we hold these truths to be self - evident, that all men are created eq…
B. limited government.
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find the measure of the angle θ, given that θ is an integer when measur…
\(3\)
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what was a limitation of the land ordinance of 1785? a it failed to est…
C. It did not address Native American land claims.
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name a relative minimum.
\((5,0)\)
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find the solution of the exponential equation $2e^{x}-20 = 18$ in terms…
\(x=\ln(19)\approx2.9444\)
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question 5 for the function ( f(x)=8 e^{x} ), calculate the following f…
\(f(-3)\approx0.398\) \(f(-1)\approx2.943\) \(f(0)=8\) \(f(1)\approx21.746\) \(f(3)\approx160.684\)
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the populations ( p ) (in thousands) of a certain city from 2000 throug…
2010: \( P\approx2174.1 \) thousand 2015: \( P\approx2477.6 \) thousand
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the populations ( p ) (in thousands) of a certain city from 2000 throug…
\(k = 0.02607\)
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solve the initial value problem. \\( \\frac { d ^ { 3 } y } { d x ^ { 3…
\(y(x)=3x^{3}+2x^{2}+5x + 5\)
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solve the initial value problem. $\frac{d^{2}y}{dx^{2}} = 14 - 36x$, $y…
\(y(x)=-6x^{3}+7x^{2}+7x + 2\)
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a point on the edge of a flywheel with a radius of 12 cm is rotating at…
\(6480\)
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find f such that f(x)=5x² + 5x - 4 and f(0)=2. f(x)=
\(f(x)=\frac{5}{3}x^{3}+\frac{5}{2}x^{2}-4x + 2\)
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find the most general antiderivative or indefinite integral. int \frac …
$\frac{t}{2}+\frac{\sin(3t)}{6}+C$
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find the most general antiderivative or indefinite integral intleft(e^{…
\(-\frac{1}{10}e^{-10x}+\frac{11^{x}}{\ln11}+C\)
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answer each question and submit your work in the space provided. how ma…
It takes approximately \(7.53\) years for the investment to double.
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find the antiderivative for each function when c equals 0. do as many a…
\(\frac{1}{3}\arctan(3x)\)
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find the antiderivative for each function when c equals 0. do as many a…
\(\frac{1}{4}\arctan(x)\)
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find the antiderivative for each function when c equals 0. do as many a…
\(3\arcsin(x)\)
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find the antiderivative for each function when c equals 0 a. ( f(x)=6^{…
\(\frac{6^x}{\ln 6}\)
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find the antiderivative for each function when c equals 0. a. ( f(x)=e^…
\(9e^{\frac{x}{9}}\)
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find the antiderivative for each function when c equals 0. a. ( f(x)=e^…
\(-\frac{1}{8}e^{-8x}\)
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find the antiderivative for each function when c equals 0. a. ( f(x)=e^…
\(\frac{1}{7}e^{7x}\)
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find the antiderivative for each function when c equals 0. a. ( f(x)=\f…
\(5x - 8\ln|x|\)
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calculate the definite integral by referring to the figure with the ind…
\(3.253\)
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find the antiderivative for each function when c equals 0. a. ( f(x)=\f…
\(8\ln|x|\)
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find the antiderivative for each function when c equals 0. a. ( f(x)=\f…
\(\ln|x|\)
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compute l₃ and r₃ for graphs a and b. the value of l₃ for graph a is 13…
The value of \(L_{3}\) for Graph B is \(26\). The value of \(R_{3}\) for Graph B is \(10\).
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compute ( l_3 ) and ( r_3 ) for graphs a and b. the value of ( l_3 ) fo…
\(20\)
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find the antiderivative for each function when c equals 0. do as many a…
\(4\csc(\frac{\pi x}{4})\)
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find the antiderivative for each function when c equals 0. do as many a…
\(\frac{1}{6}\csc(6x)\)
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find the antiderivative for each function when c equals 0. do as many a…
\(8\csc x\)
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find the antiderivative for each function when c equals 0. do as many a…
\(\frac{2}{9\pi}\sin\frac{9\pi x}{2}+10\pi\sin x\)
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give the degree measure of θ if it exists. do not use a calculator. θ =…
A. \(\theta = 45^{\circ}\)
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find the antiderivative for each function when c equals 0. do as many a…
\(\sin(18x)\)
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solve the equation for exact solutions over the interval 0,2π). 4 csc 2…
B. The solution is the empty set.
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find the approximate value of \\( \\cos ( \\tan ^ { - 1 } ( - 0.62 ) ) …
\(0.8500\)
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solve the equation in degrees for all exact solutions where appropriate…
B. \(\{120^{\circ}+180^{\circ}n,240^{\circ}+180^{\circ}n,\text{where }n\text{ is any integer}\}\)
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select the correct choice below and, if necessary, fill in the answer b…
A. The solution set is \(\{\theta|\theta = 4k\pi+\frac{5\pi}{2},\theta = 4k\pi+\frac{7\pi}{2},k\in\mathbb{Z}\}\)
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find the antiderivative for each function when c equals 0. a. ( f(x)=-1…
\(-\frac{1}{11}\cos(11x)+\cos(8x)\)
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find the antiderivative for each function when c equals 0. a. ( f(x)=-1…
\(-8\cos(x)\)
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the government of a small country is planning sweeping changes in the t…
The integrand for the current Gini index is \(x - x^{2.2}\) and for the projected Gini index is \(0.3x - 0.3x^{2}\)
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find the antiderivative for each function when c equals 0. a. ( f(x)=-1…
\(\cos(11x)\)
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find the antiderivative for each function when c equals 0. check your a…
\(K(x)=x^{-\frac{1}{9}}\)
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find the antiderivative for each function when c equals 0. check your a…
\(G(x)=\frac{1}{5}x^{\frac{5}{9}}\)
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using production and geological data, the management of an oil company …
C. Total production from the end of the sixth year to the end of the twelfth year will be approximately 77 thousand barrels.
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find the antiderivative for each function when c equals 0. check your a…
\(\frac{1}{2}x^{\frac{8}{9}}\)
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set up a definite integral that represents the area bbounded by the gra…
\(254.469\) square units
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find the exact value of the function. $\\tan \\frac { \\beta } { 2 }$, …
\(-\sqrt{7}\)
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all graphs are -8,8,2 by -8,8,2. use the graph to make a conjecture as …
A. \(\cot\frac{x}{2}-\tan\frac{x}{2}=\frac{\cos\frac{x}{2}}{\sin\frac{x}{2}}-\frac{\sin\frac{x}{2}}{\cos\frac{x}{2}}=\frac{\cos^{2}\frac{x}{2}-\sin^{2}\frac{x}{2}}{\sin\frac{x}{2}…
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use the aleks calculator to evaluate each expression. round your answer…
\(350e^{-0.75}\approx165.328\) \(e^{0.8}\approx2.226\)
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renna pushes the elevator button, but the elevator does not move. the m…
1. \(620 - 37.4p\leqslant450\) 2. \(5\)
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use identities to find values of the sine and cosine functions of the f…
\(\cos2\theta=\frac{37}{49}\), \(\sin2\theta=\frac{2\sqrt{258}}{49}\)
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find the exact value of the following expression without using a calcul…
\(-\sqrt{2}\)
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find the antiderivative for each function when c equals 0. check your a…
\(-\frac{5}{6x^{6}}\)
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find the antiderivative for each function when c equals 0. check your a…
\(-\frac{1}{6x^{6}}\)
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a basic economic problem is that people have unlimited wants but resour…
B. There is no fresh water available to drink in a hot desert.
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a basic economic problem is that people have unlimited wants but resour…
B. There is no fresh water available to drink in a hot desert.
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use a geometric formula to find the area between the graphs of ( y = f(…
\(\frac{25\pi}{12}-\frac{25\sqrt{3}}{8}\)
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section 3.5: substitution (homework) score: 130/150 answered: 13/15 que…
\(\frac{2}{3}e^{3x^{2}-1}+C\)
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evaluate the indefinite integral. $$ int x ^ { 3 } sqrt { 1 + x ^ { 4 }…
\( \frac{1}{6}(1 + x^{4})^{\frac{3}{2}}+C \)
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evaluate the integral int \frac { d x } { ( 4 x + 3 ) ^ { 4 } }, by mak…
\(u = 4x+3\); \(\int\frac{dx}{(4x + 3)^{4}}=-\frac{1}{12(4x + 3)^{3}}+C\)
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question 6 of 10 which of these was not a principle of liberalism durin…
B. Limiting freedom in the United States
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evaluate the indefinite integral. $$ int \frac { 4 } { ( t + 1 ) ^ { 4 …
\(-\frac{4}{3(t + 1)^{3}}\)
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consider the indefinite integral $\\int \\frac{8 e^{8 x}}{\\left(e^{8 x…
\(u = e^{8x}+5\), \(du=8e^{8x}dx\), \(\int\frac{1}{u^{6}}du\)
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consider the indefinite integral $int \frac{x}{(x^{2}-7)^{2}}dx$: this …
\(u = x^{2}-7\), \(du = 2x dx\), \(\frac{1}{2}\int u^{-2}du\)
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find the antiderivative for each function when c equals 0. check your a…
\(-\frac{1}{3x^{3}}\)
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evaluate the indefinite integral. int x^{3} sqrt{10+x^{4}} d x=square +…
\(\frac{1}{6}(10 + x^{4})^{\frac{3}{2}}\)
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evaluate the indefinite integral. $$\\int \\frac{4 d x}{x \\ln (5 x)}$$…
\(4\ln|\ln(5x)|+C\)
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evaluate the integral int x ^ { 5 } left( x ^ { 6 } - 8 ight) ^ { 8 } d…
\(\frac{(x^{6}-8)^{9}}{54}\)
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evaluate the definite integral. $$\\int_{0}^{2} \\frac{d x}{3 x+3}$$ qu…
\(\frac{\ln3}{3}\)
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use lhôpitals rule to find the limit. $$\\lim_{y \\to 0} \\frac{\\sqrt{…
\(\frac{5}{8}\)
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evaluate the following limit. use ihôpitals rule when it is convenient …
A. Use l'Hôpital's Rule exactly once to rewrite the limit as \(\lim_{\theta ightarrow0}\frac{2^{\sin\theta}\ln2\cos\theta}{5}\)
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8. find a definite integral that is equal to $limlimits_{n ightarrowinf…
\(\int_{2}^{3}x^{2}dx\)
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use lhôpitals rule to find the limit. $$\\lim_{y \\to 0} \\frac{\\sqrt{…
\(\frac{5}{8}\)
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use lhôpitals rule to find the limit. $$\\lim_{y\\to 0}\\frac{\\sqrt{5y…
\(\frac{5}{8}\)
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the limit found using either method is $limlimits_{x\to10}\frac{x - 10}…
\(\frac{1}{20}\)
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3. use geometry to evaluate the following definite integrals. a. $$ \\i…
A. \(8\) B. \(\frac{\pi}{4}\)
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use lhôpitals rule to evaluate \\( \\lim _{x \ ightarrow 10} \\frac{x -…
\(\lim_{x ightarrow 10}\frac{x - 10}{x^{2}-100}=\lim_{x ightarrow 10}\frac{1}{2x}\)
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use lhôpitals rule to find the limit. $$\\lim_{t\\to - 5}\\frac{t^{3}-6…
\(-\frac{69}{11}\)
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use lhôpitals rule to find the limit. lim 5x - 35 x→7 5x² - 245 lim 5x …
\(\frac{1}{14}\)
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the limit found using either method is $limlimits_{x\to+infty}\frac{5x^…
\(\frac{5}{9}\)
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use lhôpitals rule to evaluate \\( \\lim _{x \ ightarrow \\infty} \\fra…
\(\frac{5}{9}\)
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use lhôpitals rule to evaluate \\( \\lim _{x \ ightarrow \\infty} \\fra…
\(\frac{5}{7}\)
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determine the following indefinite integral. check your \\( \\int \\sqr…
$\frac{49}{10}r^{\frac{10}{7}}+C$
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use lhôpitals rule to find the limit. $$\\lim_{y\\to0}\\frac{\\sqrt{5y …
\(\frac{5}{8}\)
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use lhôpitals rule to find the limit. lim_{t \to -5} \frac{t^{3}-2 t + …
\(-\frac{73}{11}\)
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use lhôpitals rule to find the limit. lim 5x - 35 x→7 5x² - 245 lim 5x …
\(\frac{1}{14}\)
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13. let ( a(x)=int_{0}^{x} v(t) d t ). a. find the following values: ( …
- \(A(0)=0\), \(A(-1)=2\), \(A(2)=4\), \(A(4)=8\) - \(A^{\prime}(2)=4\) - \(A(x)\) is increasing on \((1,4)\) and decreasing on \((-\infty,1)\cup(4,\infty)\) - The position of the…
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use lhôpitals rule to evaluate $limlimits_{x\to+infty}\frac{3x^{2}-7x}{…
\(\frac{3}{7}\)
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10. find the area under the graph of y = x³ between x = 0 and x = 2.
\(4\)
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question 29 (2.5 points) fact pattern 37 - 1 arlette, the owner of sala…
- **Question 29**: A. not partners, because Barbara does not have an ownership interest or management rights in Salad Stop. - **Question 30**: A. to no extent.
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question 27 (2.5 points) nina and orly are partners in magnificent mark…
Question 27: C. breach of the duty of loyalty. Question 28: B. access to the parts that directly relate to their capital contributions.
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question 23 (2.5 points) dierdra owns fantasy flowers, a sole proprieto…
- Question 23: C. unlimited. - Question 24: A. a transfer of the ownership of the business.
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question 19 (2.5 points) renata starts up nails by renata, a nail salon…
B. a sole proprietor # Question 20
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online exam #2 (chapters 36,37,38, 49) question 12 (2.5 points) the rig…
- **Question 12**: B. False - **Question 13**: B. False - **Question 14**: B. False - **Question 15**: A. True