5

In each of the following;the graph on the leit shows the terinal point of an (with 0 < [ 2x) 0n the unit circle. The graphs on the right show the graphs == cos(i...

Question

In each of the following;the graph on the leit shows the terinal point of an (with 0 < [ 2x) 0n the unit circle. The graphs on the right show the graphs == cos(i ) and sin(t ) #ith sonxe points on the= graph labeled: Match the point on the graphs 0I 1 cos(I ) and sin(t ) that correspond the point on the unit circle- In addition. state the coordinztes the points cos(t ) and sin(t).Chapter Graphs of the Trigonometric Functionscos(t)sin(t)

In each of the following;the graph on the leit shows the terinal point of an (with 0 < [ 2x) 0n the unit circle. The graphs on the right show the graphs == cos(i ) and sin(t ) #ith sonxe points on the= graph labeled: Match the point on the graphs 0I 1 cos(I ) and sin(t ) that correspond the point on the unit circle- In addition. state the coordinztes the points cos(t ) and sin(t). Chapter Graphs of the Trigonometric Functions cos(t) sin(t)



Answers

Graph each polar equation. $$r=\csc \theta-2, \quad 0<\theta<\pi \quad \text { (conchoid) }$$

In the even question. We have to find the value of logical scientific data where Tita is by May 24 Wise, it will do Sign. I have to on this response to for the family off. Why do we have a really off one and what exists there? Fool This response to one, This is the answer.

So these are some fairly crazy equations. Um But one way that we can determine which ones are accurate is by first looking at the ones that are somewhat familiar. So for example, Graph five looks a little bit more familiar to us, And we would see the paragraph six rather, and we would see the Graph six is going to be the equation E. Shit. Um Then looking at the other ones, we could see that by graphing them um We get A. Is going to be three. B is going to be four. C. is going to be one. D. Is going to be too if we already discover we already discussed and F. Is going to be five.

Okay, So this problem, once you lot are equals to sign data using our value analysis. So we get our eagles who signed there. We can tell that this is ah, polar equation of a circle, specifically a circle that is a bottle of vertical axis of that is above the horizontal axis. Sorry. So, since we know the general shape of it, let's just Tom walk through the our value analysis. So starting out data equals zero sign who leaves? Data was signed off. Zero would be zero. So we would have start off with absolute our value zero. And as that increases to pi over two, um, are absolute value of our would become too. So in the interval, from zero up IRA to absolute value of our increase, these increases from zero up I or two. And we know that for this range, the our value is positive because this isn't the first quadrant. Now for a second quadrant. Ah, For what? The interval range of pirates of pie. Okay, the absolute value of our will decrease from 2 to 0 while still being positive. Whoever at Pi, the sine function crosses the horizontal axis and then becomes negative. And for this interval, you know, isn't it is negative. The absolute value of our will still increase from 0 to 2. And on the interval, data range from three Piper to the two prior to but to pie just to buy it is still negative and the absolute value of our will decrease from 2 to 0. So if we were to plot this starting with 101 which is they don't from zero to pirate to our increases from 0 to 2. So if we were to call, I increase from the other two like that. And for quality in two from pirates with a pirate to two pi, our decreases from 2 to 0. So are de pieces from 2 to 0 and this would complete your circle. Now, if you were to go into our third quadrant, our third quadrant were the fatal range of from pied a three pi over to our absolute value of our increases from zero to a yet again. However, our value is negative because of the sine function. So that would mean we would have to rotate our plot 180 degrees. So instead of plotting it in 1/3 water. We would have to plant it in the first quarter because that's 180 degrees rotation and the R value. As it says, it increases from 0 to 2. So we're essentially overlapping it again and creating another circle. And the same thing applies for the fourth quarter. The fourth quarter is still negative. So instead of plotting in the fourth quarter, we be plotting in the second quadrant and it decreases from 20 We will be were, essentially just drawing two circles, two overlapping circles.

In this question were given, uh, rightness on ICO June, of course I indica and plus Teoh signed Tika and America will see that you know phone graph. We will send it to tigers from the zero Pula pie.


Similar Solved Questions

5 answers
Find tollettion o Op*u st5, wlaras umion ( Out nits tlw: int(rval (0,1) . Any Juch colkr t Iou elle OpJn (er for ( 4. 6) Fiud au 0*u tust lr (0,4)_ which duez uat Iuutva linit e sulxuver 16 that no finit e union o the *t m tk cer coutnins (0,1).
Find tollettion o Op*u st5, wlaras umion ( Out nits tlw: int(rval (0,1) . Any Juch colkr t Iou elle OpJn (er for ( 4. 6) Fiud au 0*u tust lr (0,4)_ which duez uat Iuutva linit e sulxuver 16 that no finit e union o the *t m tk cer coutnins (0,1)....
5 answers
Cyclohexane (CsH,z) undergoes @ molecular rearrangement in the presence of AICI; to form methylcyclopentane (MCP) according to the equation: CoH12 MCP Ifkc 0.143 at 25 Cfor this reaction, predict the direction in which the system will shift if the initial concentrations of CsHzz and MCP are 0.600 Mand 0.300 M,respectively: The system:_ not at equilibrium and will remain in an unequilibrated state. already at equilibrium will shift left. will shift right.
Cyclohexane (CsH,z) undergoes @ molecular rearrangement in the presence of AICI; to form methylcyclopentane (MCP) according to the equation: CoH12 MCP Ifkc 0.143 at 25 Cfor this reaction, predict the direction in which the system will shift if the initial concentrations of CsHzz and MCP are 0.600 Ma...
5 answers
) Find the solution of the following linear ODE given that y(0)-0: dx + (secY)y sec?x Find the solution of the following linear ODE: dy 3x-1
) Find the solution of the following linear ODE given that y(0)-0: dx + (secY)y sec?x Find the solution of the following linear ODE: dy 3x-1...
5 answers
11. [-/5 Points]DETAILSUse the Product Rule to differentiate the function_ flx) = (Zx + 7(x3 ~ 7) f '(x)
11. [-/5 Points] DETAILS Use the Product Rule to differentiate the function_ flx) = (Zx + 7(x3 ~ 7) f '(x)...
5 answers
Convert the polar equation to rectangular coordinates_ (Use variables x and Y as needed:)sin(0) cos(0)
Convert the polar equation to rectangular coordinates_ (Use variables x and Y as needed:) sin(0) cos(0)...
5 answers
PROBLEM 3An object is accelerating going down an inclined plane which forms an angle of 20.00 with the horizontal: The coefficient of kinetic friction equals 0.25. Calculate the change in the speed of the car in 1.85 s.
PROBLEM 3 An object is accelerating going down an inclined plane which forms an angle of 20.00 with the horizontal: The coefficient of kinetic friction equals 0.25. Calculate the change in the speed of the car in 1.85 s....
5 answers
Now the 250 g mass hanging from the spring in the previous question is pulled down an extra 10 cm and released. What would be the period and the counting frequency of the oscillations?Once again, begin with an equation and show the steps needed to find the answers.
Now the 250 g mass hanging from the spring in the previous question is pulled down an extra 10 cm and released. What would be the period and the counting frequency of the oscillations? Once again, begin with an equation and show the steps needed to find the answers....
5 answers
Label this diagram of a nephron.
Label this diagram of a nephron....
5 answers
Determine whether each statement makes sense or does not make sense, and explain your reasoning.I noticed that depending on the values for $A$ and $B$, assuming that they are both not zero, the graph of $A x^{2}+B y^{2}=C$ can represent any of the conic sections other than a parabola.
Determine whether each statement makes sense or does not make sense, and explain your reasoning. I noticed that depending on the values for $A$ and $B$, assuming that they are both not zero, the graph of $A x^{2}+B y^{2}=C$ can represent any of the conic sections other than a parabola....
5 answers
VFind dydx by implicit differentiation.ex cos(y) = x + ydydx = b)Differentiate.y = 3 sec(x) − csc(x)c)Differentiate.f(x) = ex sin(x) + cos(x)d)Differentiate.f(t) = cot(t) / e^t
v Find dy dx by implicit differentiation. ex cos(y) = x + y dy dx = b) Differentiate. y = 3 sec(x) − csc(x) c) Differentiate. f(x) = ex sin(x) + cos(x) d) Differentiate. f(t) = cot(t) / e^t...
1 answers
In $18-27,$ for each given angle, find a coterminal angle with a measure of $\theta$ such that $0 \leq \theta < 360$. $$ 980^{\circ} $$
In $18-27,$ for each given angle, find a coterminal angle with a measure of $\theta$ such that $0 \leq \theta < 360$. $$ 980^{\circ} $$...
5 answers
3x 2y 1. Set v(€,y) = ~2x + y and V = {v(w,y) : E,y € R} x + y
3x 2y 1. Set v(€,y) = ~2x + y and V = {v(w,y) : E,y € R} x + y...
5 answers
Sheila scored 162 points on her first math quiz. Her classaverage was 170 points with a standard deviation of 5 points.Robert's class average was 200 points with a standard deviation of10 points. How many points does Robert need on his quiz to achievethe same percentile as Sheila?
Sheila scored 162 points on her first math quiz. Her class average was 170 points with a standard deviation of 5 points. Robert's class average was 200 points with a standard deviation of 10 points. How many points does Robert need on his quiz to achieve the same percentile as Sheila?...
5 answers
1 V | 1 88 : ? : 8 Il 1 0 L L ; 883 Il 1 2 | 1 H 1 6 3
1 V | 1 88 : ? : 8 Il 1 0 L L ; 883 Il 1 2 | 1 H 1 6 3...
5 answers
Evaluate the expression for the given value of the variable.1/2x^2-5x+4 where x=2/3 type an integer of simplifiedfraction
Evaluate the expression for the given value of the variable. 1/2x^2-5x+4 where x=2/3 type an integer of simplified fraction...
5 answers
2 Determine si el campo vectorial es conservativo: Flx,Y,2) = 3e*Y i+ 3e*+y j+ e3yz k
2 Determine si el campo vectorial es conservativo: Flx,Y,2) = 3e*Y i+ 3e*+y j+ e3yz k...

-- 0.023659--