5

Evaluate tha following trigonomatric HEIIA Shuorw Fou polnta each) circla ordcred pair Show rour work for full credit. trlangles tan (0)(d.)cot (437(3 points each} ...

Question

Evaluate tha following trigonomatric HEIIA Shuorw Fou polnta each) circla ordcred pair Show rour work for full credit. trlangles tan (0)(d.)cot (437(3 points each} The terminal side of an angle (0) in standard position passes through (-1, Evaluate the following: Show your triangle in the correct quadrant for full credit.sin (0)(b.) cot (0)

Evaluate tha following trigonomatric HEIIA Shuorw Fou polnta each) circla ordcred pair Show rour work for full credit. trlangles tan (0) (d.) cot (437 (3 points each} The terminal side of an angle (0) in standard position passes through (-1, Evaluate the following: Show your triangle in the correct quadrant for full credit. sin (0) (b.) cot (0)



Answers

Use the given information to find the exact value of each of the following: a. $\sin 2 \theta$ b. $\cos 2 \theta$ c. $\tan 2 \theta$ $\cot \theta=3, \theta$ lies in quadrant III.

We are given that court Quetta called Toto, and that is in quite drink tard so we can write it. Its core titter equal toe X rated by so X equal to minus toe and vehicle tow minus. And we know that excess choir plus vice Quick will do our Esquire. Hence artist cortical to fight so are equal toe is quite Rudolph Fipe no scientific it called toe vital, divided by r equals minus one divided by the square root of five cost you that equal toe X divided by r equals do minus two divided by five and Tentena equal violated by X equals to one divided by two. No, we have to find a value off sane Kotido. We know that scientific cycle toe to ST Data multi play by cost to down. So it will be to multiply by minus one, divided by the square root of five multiplied by minus toe, divided by the square root of five. So it will be four divided. Very fight. No fire. To be course to Tita, it is equal to cause Esquire. It'd on minus sign Esquire, kiddo. On putting the value bigot four minus one. Divided by five, it will be three divided by five. Bar to see 10 Kotido We know that it is. It will do Tentena divided by one minus 10 square hidta on putting the value big get four divided by three

This question asks you to evaluate each of the expressions and explain what it means. I found sine inverse of 0.2 and I found it in radiance and then in degrees because I don't know which one they want. They didn't specify. I usually like sine inverse to be in radiance. But you need to mostly know that sine inverse of .2 is the angle whose sign is 0.2 and sign in verse is always going to give you an angle between negative pi over two and pi over two Or between -90 and 90. So I found it in radiance to be So your .201 Or in degrees. I get 1153 seven degrees. I usually like the radiant answer but I'm not sure which one your book is asking for. When you do 10 inverse of seven. Your again finding an angle whose tangent is seven In radiance I get 1.429 and in degrees I get 81 .870°. Seeking of 450 is one over the co sign of 450 which is undefined. It's undefined because at 450° Which is co terminal with 90° Co sign is zero. When over zero is undefined. Co tangent of negative 1 80. That's one over the tangent of negative 180 and negative 1 80. Tangent. Uno is signed over co sign. So co tangent is co signed over sign and at negative 1 80 sign is zero. So I'm again looking at a 1/0 situation which means undefined. You can't answer the question as 1/0. You need to answer the question undefined. Thanks for

All right. We start with the code. Tangent of X is three for a we need to find the tangent of X, which is just the universe of the co tangents. So it's one of the three for B. You need to find that coast seeking of X, which is just the universe of the sign. So we need to find sign, but we act. But we also have and identity a trick identity in which, which states that one plus co tangent squared of X equals yes, Deep Co second squared. Relax. Yeah. So we then get co second. All right. Oh, thanks. Equals one plus co tangent. Want the root of one plus co tangent squared Relax equals roof one plus three squared equals route of one plus nine giving us root of 10. So the coast second as the root of 10? Uh huh, Yeah, yeah. For see way Wanna find the pro tangent of 90 minus X from triggered enemies? We know that this is just going to read the tangent of X. I'm just gonna be 1/3 which we found from A and D. We want to find the sign of X mhm which is just going to be the inverse of the coast. Second of X. It is just from B. So that's just gonna be one over rid of 10, which can also be written as the root of 10 over 10, Yeah.

We are given that scientists equals minus two, divided by three and to that is in you are drained tired, so by equal to minus toe end Article 23 We know that X Square plus vice clerical toe are square, so X squared equals nine minus for equal to fight. Hence, X will be minus off the square root of five. Because to die didn't Gordon three. No sign to dump it will do by Divided by r it Quito minus toe divided by three cost. You don it called o X, divided by are equal toe minors off the square root of five, divided by three and 10 Twitter equal to vie, divided by X equal toe toe divided by the square root off. Five. No part e sign do Tita. It is equal to so ST Kilda. Much they play very cost you so it will be two multiplied by minus two, divided by three multiplied by minus off Esquire route off five. Divided by three on solving irritable before a square root off. Five. Divided by nine. No part B course to Tita, it is equal to course. Esquire two dot minus sign. Esquire. Futa on putting the values V get five minus for divided by nine so it will be one divided by nine No part C 10 duty. It is equal to Doten Kida divided by one minus 10 Esquire Kitta So it will be four Esquire wrote off five divided by one


Similar Solved Questions

5 answers
Kor J branching process where the population starts with sInEIE Indiv edul celculatetha chance the population dies out I Urhen:0.45, P = 0.0, Pz 0.15, P; 0.05, P; = 0.05What tha extinction chance if the population starts50 individuals!0.15, Pi 0.35,0.30, PyWhat tha extinction chanct if the population starts with individuals?
Kor J branching process where the population starts with sInEIE Indiv edul celculatetha chance the population dies out I Urhen: 0.45, P = 0.0, Pz 0.15, P; 0.05, P; = 0.05 What tha extinction chance if the population starts 50 individuals! 0.15, Pi 0.35, 0.30, Py What tha extinction chanct if the po...
5 answers
['zdr 73 Please show the work step by step.
['zdr 73 Please show the work step by step....
5 answers
Applying newton's Zod law satellite: Wvcite points) equation deecribinzcirculz Muton oltheWriteEipressinn tor v in termsTand(4 points)Using the expression for Expression simplify the equation you obtained ior the radlus part fto getan of the satellite $ orbit and calculate (4 points)Calculate the ratio r/R. (4 points)the orbit of the communication satellite' scle Draw (4 points)sketch ofthe earth
Applying newton's Zod law satellite: Wvcite points) equation deecribinz circulz Muton olthe Write Eipressinn tor v in terms Tand (4 points) Using the expression for Expression simplify the equation you obtained ior the radlus part fto getan of the satellite $ orbit and calculate (4 points) Calc...
5 answers
Let $f$ be the function defined by $f(x)=5 x+6$. Find $f(3)$, $f(-3), f(a), f(-a)$, and $f(a+3) .$
Let $f$ be the function defined by $f(x)=5 x+6$. Find $f(3)$, $f(-3), f(a), f(-a)$, and $f(a+3) .$...
5 answers
Simplify each complex fraction. Use either method.$$ rac{q+ rac{1}{q}}{q+ rac{4}{q}}$$
Simplify each complex fraction. Use either method. $$ \frac{q+\frac{1}{q}}{q+\frac{4}{q}} $$...
5 answers
Show how you can accomplish the following synthetie conversicn: (5 pts) CHOH ChSvnthesize thc following molecule using the Wittig reaction step-by-stcp. (6 pts) OCH;
Show how you can accomplish the following synthetie conversicn: (5 pts) CHOH Ch Svnthesize thc following molecule using the Wittig reaction step-by-stcp. (6 pts) OCH;...
1 answers
A spy satellite orbiting $400 \mathrm{km}$ above Earth is supposedly capable of counting individual people in a crowd in visual-wavelength images. Assume that the middle of the visual wavelength band is a wavelength of $550 \mathrm{nm}$. Assume an average person seen from above has a size of 0.7 meters. Use the small-angle formula (Chapter 3 ) and the formula for telescope resolving power to estimate the minimum diameter of the telescope the satellite must carry.
A spy satellite orbiting $400 \mathrm{km}$ above Earth is supposedly capable of counting individual people in a crowd in visual-wavelength images. Assume that the middle of the visual wavelength band is a wavelength of $550 \mathrm{nm}$. Assume an average person seen from above has a size of 0.7 met...
4 answers
Standard Normal Distribution Identify the requirements necessary for a normal distribution to be a standard normal distribution.
Standard Normal Distribution Identify the requirements necessary for a normal distribution to be a standard normal distribution....
5 answers
Chapter 2, Section 2.3, Question 20 3 Let A = -1Decide whether the matrix A is invertible, and if SO, use the adjoint method to find its inverse:Enter as a matrix, exactly in fractional from if required, if not invertible enter NA"Edit A-1
Chapter 2, Section 2.3, Question 20 3 Let A = -1 Decide whether the matrix A is invertible, and if SO, use the adjoint method to find its inverse: Enter as a matrix, exactly in fractional from if required, if not invertible enter NA" Edit A-1...
1 answers
Match the table with a graph. $$\begin{array}{cc} \hline x & f^{\prime}(x) \\ \hline a & \text { does not exist } \\ b & 0 \\ c & -2 \\ \hline \end{array}$$ GRAPH CANT COPY
Match the table with a graph. $$\begin{array}{cc} \hline x & f^{\prime}(x) \\ \hline a & \text { does not exist } \\ b & 0 \\ c & -2 \\ \hline \end{array}$$ GRAPH CANT COPY...
1 answers
In Exercises $87-96,$ find two functions $f$ and $g$ such that $h(x)=(f \circ g)(x)=f(g(x)) .$ Answers may vary. $$h(x)=(3 x-1)^{2}$$
In Exercises $87-96,$ find two functions $f$ and $g$ such that $h(x)=(f \circ g)(x)=f(g(x)) .$ Answers may vary. $$h(x)=(3 x-1)^{2}$$...
1 answers
In Exercises $5-12,$ solve the system by the method of elimination. Label each line with its equation. To print an enlarged copy of the graph, go to MathGraphs.com. (GRAPH CAN'T COPY) $$\left\{\begin{array}{r} 2 x+y=5 \\ x-y=1 \end{array}\right.$$
In Exercises $5-12,$ solve the system by the method of elimination. Label each line with its equation. To print an enlarged copy of the graph, go to MathGraphs.com. (GRAPH CAN'T COPY) $$\left\{\begin{array}{r} 2 x+y=5 \\ x-y=1 \end{array}\right.$$...
5 answers
C2(I:) (26)^07404 Figure 5(a) From the information given in Figure 5, show the steps involved qualitatively in constructing the HOMO and LUMO ofwater molecule: (b) Write approximate molecular orbital in terms of a Slater determinant for the ground electronic state of water molecule:
C2 (I:) (26)^0 7404 Figure 5 (a) From the information given in Figure 5, show the steps involved qualitatively in constructing the HOMO and LUMO ofwater molecule: (b) Write approximate molecular orbital in terms of a Slater determinant for the ground electronic state of water molecule:...
3 answers
Let {X1,_,Xn} N(0,1) where 0 e R Suppose we think 0 might be zero, and so are considering using the estimator & defined by X if |XI > cn sc) = { 0 if |XI < cn where 1/nl/4. More compactly; S(X) XWz, where Wn 1(xI > Cn) Define X=iCiXi; State the probability Pr(Wn = 1) as n - $ 0, for both 0 # 0 and 0 = 0. Obtain the limiting distribution of Vn(6 _ 0) for both & # 0 and & = 0. Show that Pr(f = 0) + 1 if 0 = 0.
Let {X1,_,Xn} N(0,1) where 0 e R Suppose we think 0 might be zero, and so are considering using the estimator & defined by X if |XI > cn sc) = { 0 if |XI < cn where 1/nl/4. More compactly; S(X) XWz, where Wn 1(xI > Cn) Define X=iCiXi; State the probability Pr(Wn = 1) as n - $ 0, for bot...
5 answers
A (irm produces two types Of headphones Guchday units of Its rekular model and units of Its ourer Wiode| Mue cust dollans Kiveu bv C6m) 01x' 0,Zy' Thelr dally production capacity 180 how many 0 vuch typo o headphone should be produced t0 mirinze dally cost? Find uslng mothod 0 Laktanke Mulllpllers. Mtol
A (irm produces two types Of headphones Guchday units of Its rekular model and units of Its ourer Wiode| Mue cust dollans Kiveu bv C6m) 01x' 0,Zy' Thelr dally production capacity 180 how many 0 vuch typo o headphone should be produced t0 mirinze dally cost? Find uslng mothod 0 Laktanke Mul...
5 answers
I have a cylinder shaped glass container that is 15 cm tall. Itholds 100 cm^3 of nitrogen gas at 1 atm pressure (101.3 kPa) and 22degrees C. I place a rubber stopper in the top so that no gas canescape. If a 40 N force is required to force the rubber stopper offthe top of the flask, what temperature can I heat the nitrogen towith a Bunsen burner before the rubber stopper pops off? (Theanswer should be in units of Kelvin)
I have a cylinder shaped glass container that is 15 cm tall. It holds 100 cm^3 of nitrogen gas at 1 atm pressure (101.3 kPa) and 22 degrees C. I place a rubber stopper in the top so that no gas can escape. If a 40 N force is required to force the rubber stopper off the top of the flask, what tempera...
5 answers
Part EFind the current in 7.00 $2 resistor Express your answer in amperesAzdSubmitRequest Answer
Part E Find the current in 7.00 $2 resistor Express your answer in amperes Azd Submit Request Answer...
5 answers
Letf : R - Rbe continuous and letg : R - Rbe a function: LetP,g,r € Rsuch thatlim f = q Xpandlim g = r x-qThen it always holds thatlim g(f(x)) =r xpTrueFalse
Let f : R - R be continuous and let g : R - R be a function: Let P,g,r € R such that lim f = q Xp and lim g = r x-q Then it always holds that lim g(f(x)) =r xp True False...
5 answers
Suppose fx;y), g6) and h(t) are differentiable, g(l) = 2, h(I) = 3,g() =-1 h(1) 4,5,(2,3) = 5,f,(2,3) 6 and k(t) = fg(t),h(t) ) . Find K(1).
Suppose fx;y), g6) and h(t) are differentiable, g(l) = 2, h(I) = 3,g() =-1 h(1) 4,5,(2,3) = 5,f,(2,3) 6 and k(t) = fg(t),h(t) ) . Find K(1)....

-- 0.022983--