5

Da Find Scokan &fa fk4l fow-x-Sxyty 4:(3,4)...

Question

Da Find Scokan &fa fk4l fow-x-Sxyty 4:(3,4)

Da Find Scokan &fa fk4l fow-x-Sxyty 4:(3,4)



Answers

Find the difference. $$ 137-355 $$

So in the given question we had a right angled triangle which has given us, I am going speak. You are e. Que. Uh And we have the length of peak us 12 cm. The length of pr the high partners of the right angled triangle as 13 cm. And we don't know the length of Cuba. And we are told to find what is tan of P minus court of art. So in order to find these ratios first, we need to find the length of cuba. Right. So we can use the pythagoras theorem in order to do this. So according to the pit embarrassed era. Mhm. What we can write as the high powered news? The length of the hyper news squared in a right triangle, the length of my partners squared is equal to the sum of squares off Length of the other two sides. Right. It is the sum of squares of the other two sides. So what we can write this over here, Pr is the Hibernians. So P R squared is equal to speaking square plus Cure square. So we already have the values for pierre and pick you. So then we can write 13 square is equal to 12 square plus Q. R. Square. From which we can write. 13 square minus 12 square is equal to cuba are square, so 13 square is equal to 1 16 iron and 12 square is equal to 1 44 Which means Cuba squared is equal to 25. So we can take Cuba. Eras the square root of 25, which is equal to five cm. To know that we got the length of cuba. It is easy to calculate the ratios tan P and kat are. So what we should know is that if we are taking a right angled triangle and let's say the strangle is having an angle theta, then the side opposite, the opposite to this angle theater is the opposite side, right? This is the opposite side and decide which is near to the angle Dita is called the are just inside. And this is of course the hypothesis, right? So when we are taking a ton of theater, the ratio is to take the length of the opposite side, the opposite side be learned by they are just inside. Okay. And when we are taking the court of an aggregator, it is the it is a reciprocal of tante to which is we would take the arch isn't the length of the are just inside as the numerator and the length of the opposite side to the angle theta as they denominated. So this ratio would give us the required with knowledge it ratios Tan Theta and court data. So in the same way what we can do over here is this is the angle P. Right? So Tan P. Would then be equal to the opposite side to 10 P. Is decide cuba are right. So cuba are divided by They are just inside is 12. So Cuba are divided by peak us five by 12 minus next. We're going to take the angry are so iris over here the opposite side, they are just inside of our S cuba. So again we have five divided by the opposite side which is 12. So we have 12 over here. So what we are getting us 10 p minus quarter is equal to five by 12 minus five by 12 Which is equal to zero. So this is the required value of the given expression. 10 p minus court are So I hope you understood this, understood this method. Can you? Mhm.

In this question we have to drive the formula for our perpendicular are parallel, Deep, perpendicular and parallel as they're mentioned in equation 4.424344 and 45 respectively. Uh using the help of financial situations. So from a friend equation we can write from french nails equation. The formula for our perpendicular that we get is uh N. I. Because data I minus empty Cause 3 30 divided by and I because theta I plus NT cause to 30 where N. A. Is the refractive index of the incident William and taste the refractive index of the transmitted William. Theta is the angle of incidence and theta is the angle of transmission. So this equation we can right by taking an eye common in the new monitor and the anti demons will get on the numerous anyway into uh cost to to uh so by taking empty as common let's take anti common. Then it will be N. I. Bye. Empty cost peter I minus cost it at T. On the on the denominator all show let's take empty as common so we will get empty into. And I buy empty cost A to I plus costing 30 so as enter becomes also from here we can right there are perpendicular is equal to and I buy empty. Costed the I minus coughed. A dirty divided by and I buy empty costing the I plus costing 30 now as according to snail slow we know that N. I. Scientist to I is equal to nT scientific party. So from there we can write that N. I by Nt as equal to sign. Day to day by day. Scientific I. So let's put it into the record then we can write our perpendicular As equal to scientific 30. Bye. Scientific I into cost A to I minus because the dirty divided by again anyway. And you can buy it as scientific party. Bye. Scientific I into cost A to I plus austerity. So on simplifying this we will write are perpendicular as equal to shine to 30 into of course tita I minus sine theta I. Into cause the 30 divided by This weekend. Right as science at 30 cost A. To I plus cost A to D. Scientific I. So on simplifying this we will get our perpendicular as negative of sign of three to I minus the dirty by signing off. Yeah Tater I plus T. 30. So this is the division of the first equation. Uh apartment nuclear. Is this minor scientific uh I Uh -30 x 20 Diagnostic Study. Again the final equation for the perpendicular we can write as it is equal to two n. i. Into cars. To divided by N. I. Into cost to tie plus empty intercourse. 3 30. So again by modifying the situation by dividing it by nt On the numerator and the denominator will get two times. And I buy nt cost it I divided by you and I buy empty cost data. I plus cost A to T. So again in place of anybody enter we can put it as a scientist 30 by scientist. I. As according to scale. So we did in the previous case on the show. So we can write deeper particular. As to scientific party. Bye. Scientific I. Into cost in the eye divided by scientific 30. Bye scientist to I Plus sort into into cause you to I plus cause the dirty. So if we simplify this we will get this as two scientific dirty. Okay cost A to I divided by sign data. I. Because 3 30 plus because the tie into scientific dirty so on. Further simplification of this will give us deep perpendicular is equal to two scientific party costed the I buy sign of data. I lost the dirty So this is the required formula for uh deep or particular as we have derived in this case using the help of fragile situation Again for our parallel we can even use the financial situation as our parent equals two. Nt cost it the I minus and I Cost 30 divided by empty. N. I costed whatever empty costed I. Class and I Okay cause 3 30 again by dividing this by empty on the humanitarian on the denominator we will get this equal to austin I minus. And I my auntie cost a dirty divided by cost to 30 plus and I buy empty because tita I so there is a change in this year's cost to die and this is cost ready So this is costly to I and this is costing 30. Okay so again in place of any by nt I will write scientifically by scientific I from snails law so we can write our parallel as equal to gas to to I minus scientific 30 by scientific I into cost a party divided by goes to the eye plus sign Yeah 30 by saying The tie into cost 30. So simplification of this will give us our Caroline as sign to to I. Okay into gosh 3 to I minus scientists. Are they into cost a dirty divided by scientific I I wanted to I into cost rita I plus Scientifically into cost 30 Now on multiplying two on numerator and on the denominator we can write this are parallel as a sign of do think the I minus Sign off to 3:30 divided by sign of duty to I the last sign off 23 30. So this is the formula for our paradigm and now uh that this is what we got along. So again, now you see you can buy this assigned c minus sign D. And on the generator we have Science the plus sign. So we are playing the formula for Science C minus scientific and write that the numerator term as to cause three to I plus 3 30 by two, which is going to be called the three to I plus 3 30 into sign uh minus B by two, which is going to be three to I minus 30. 3 to minus 3 30 divided by Science C plus scientists going to be called to to sign C plus there is to die plus 2 30 by two which is going to be equal to theta. I plus 3 30 into because of 23 times minus two threaded by two which is going to be called to three to minus 30. So this is our better than so on. Further implication of this will give us a parallel equals ban off. Thanks Data, I -30 which is nothing more scientific administrative by cost and administrative. Divided by 10 of the type of austerity. Turn off the to I plus T 30. So this is the required formula for our perpendicular. As you just mentioned in the equation given. So again for uh the parallel. Using the help of friendly equation for a non magnetic medium we can write that T parallel is equal to two. N. I cause tita I divided by and I cost data I Plus MP three. Any cost the dirty In high cost 30 plus empty cost you to I again dividing this equation by. Nt will give us two times and I buy empty because the to I divided by and I buy empty cost you 30 plus cost data. I and if we debate this above equation by N. I. O. Hare on the numerator and on the denominator then we'll get the barrel equal to two because Trita I divided by it is going to cause 330 plus empty by the end I cause you to die and now in place of anti by and I'll put scientific device identity from the uh Snell's law. So we'll get to costs theater I divided by last 3 30 plus in place of anti but you know I will write sign theater. I buy shine theater. This is again trump's defense lawyer writing multiplied by cost the eye as it was initially there. So the simplification of this equation give us the parallel as to scientific dirty cost to to I, Divided by scientific 30 Cost you 30 plus scientists I into cost it. I. Um Now this we can write as T parallel equals two Scientific 30 into cause three to I. Divided by shine of theta. I plus T. Dirty Into cause of 3 to I -330. So this is the derivation 40 parallel as it is requiring the given equation.

Okay, So we are going to start with E squared is equal to EMC squared. Weird Over the one V squared over c squared. So EMC squared squared, let's do an additive zero. So we have one minus V squared over C squared plus V squared over c squared. So that's zero over one minus V squared over c squared. This is equal to EMC squared squared plus and squared C squared V squared over one minus V squared. Overseas squared. Which is equal to EMC squared squared. Why P c squared? So E is equal to the square root? Have pc Weird plus, EMC squared Weird.

We have remember 55 which we have to subject as given 6000 900 61 minus 4 78 No, it cannot be subjected from directly from one because it is larger than one. So we should take one visit, borrow one from six. This will become five and this will become 11. No. 11 minus 80 is three and again seven cannot be subjected active from five. So we should borrow one from nine. So it will become eight. And this will become 15 now 15 minus seven is eight and eight miles four is four and six. Women as it is. So I would answer is 6483. Thank you so


Similar Solved Questions

5 answers
80 de' 1) USe xesidts +o Pord 5c0686+ 4
80 de' 1) USe xesidts +o Pord 5c0686+ 4...
5 answers
Find the area of the region enclosed by the curves X yeIx 9/ andy = 2 +9The area is (Simplify your answer:)
Find the area of the region enclosed by the curves X yeIx 9/ andy = 2 +9 The area is (Simplify your answer:)...
5 answers
For the following elements, write down the Valence shell the of valence electrons and the Noble Gas configuration. (3 ea)ElementNoble Gas ConfigurationValence shell# of valence electronsINaJJAI165zoCaJsBr
For the following elements, write down the Valence shell the of valence electrons and the Noble Gas configuration. (3 ea) Element Noble Gas Configuration Valence shell # of valence electrons INa JJAI 165 zoCa JsBr...
5 answers
2 y = r VC-310 By =I Nc+3rVc-327/7
2 y = r VC-31 0 B y = I Nc+3r Vc-327/7...
5 answers
W)(3)(e)(g ` /)c)
W)(3) (e) (g ` /)c)...
5 answers
21(10) Use LaGirange multiplicrs to find the distance from the point (4.3.0) to the surface 7324
21(10) Use LaGirange multiplicrs to find the distance from the point (4.3.0) to the surface 7324...
5 answers
Clerninc life 1 Initial Hu data - 9.72 tor tnc and [ mit constuni lorthe reucton- of acetaldchyde:
clerninc life 1 Initial Hu data - 9.72 tor tnc and [ mit constuni lorthe reucton- of acetaldchyde:...
5 answers
Derive the Stefan-Boltzmann formula for the total energy density in blackbody radiation:$$frac{E}{V}=left(frac{pi^{2} k_{B}^{4}}{15 hbar^{3} c^{3}}ight) T^{4}=left(7.57 imes 10^{-16} mathrm{Jm}^{-3} mathrm{~K}^{-4}ight) T^{4}$$Hint: Use Equation $5.110$ to evaluate the integral. Note that $zeta(4)=pi^{4} / 90$.
Derive the Stefan-Boltzmann formula for the total energy density in blackbody radiation: $$ frac{E}{V}=left(frac{pi^{2} k_{B}^{4}}{15 hbar^{3} c^{3}} ight) T^{4}=left(7.57 imes 10^{-16} mathrm{Jm}^{-3} mathrm{~K}^{-4} ight) T^{4} $$ Hint: Use Equation $5.110$ to evaluate the integral. Note that $ze...
5 answers
The following list shows the starting salaries, in thousands of dollars, for 11 recent college graduates with business degrees:$egin{array}{lllllllllll}36 & 32 & 40 & 35 & 32 & 41 & 35 & 44 & 38 & 37 & 40end{array}$a. Calculate the range.b. Calculate the variance.c. Calculate the standard deviation.
The following list shows the starting salaries, in thousands of dollars, for 11 recent college graduates with business degrees: $egin{array}{lllllllllll}36 & 32 & 40 & 35 & 32 & 41 & 35 & 44 & 38 & 37 & 40end{array}$ a. Calculate the range. b. Calculate the v...
5 answers
Air blows over the flat-bottomed, two-dimensional object shown in Fig. P9.109. The shape of the object, $y=y(x),$ and the fluid speed along the surface, $u=u(x),$ are given in the table. Determine the lift coefficient for this object.
Air blows over the flat-bottomed, two-dimensional object shown in Fig. P9.109. The shape of the object, $y=y(x),$ and the fluid speed along the surface, $u=u(x),$ are given in the table. Determine the lift coefficient for this object....
5 answers
What is the major product of the following reaction?H,SO4 OHAOHD
What is the major product of the following reaction? H,SO4 OH A OH D...
5 answers
Find the average rate of change for the function g(t) =trom [=25 t0 (=4How would you graphically represent your answer t0 Question #S? then draw it onto the Describe in words_ graph.a) The graph of y = 1+ 2 f(x) is a transforation of the graph of f _ Describe those transformationsThe graph of y = ~f(x) isa transtormation of tlle graph ot f . Describe those transformations_
Find the average rate of change for the function g(t) = trom [=25 t0 (=4 How would you graphically represent your answer t0 Question #S? then draw it onto the Describe in words_ graph. a) The graph of y = 1+ 2 f(x) is a transforation of the graph of f _ Describe those transformations The graph of y ...
5 answers
22232 { { 7 ET 22222 F 0 2 2 2 3 5 & = & W Z1 HH 4 W 1 1 1 0 1 L M [ 1 [ 1 L W { [ W 1 1 1 [ # JWe 1 2 ~ 1 1 2a 1 1 li [ [ E 1 { 3 H L F 1 8 1 1 E 1 IH 1 IE 1 10 Et K 4 F N F
22232 { { 7 ET 22222 F 0 2 2 2 3 5 & = & W Z1 HH 4 W 1 1 1 0 1 L M [ 1 [ 1 L W { [ W 1 1 1 [ # JWe 1 2 ~ 1 1 2a 1 1 li [ [ E 1 { 3 H L F 1 8 1 1 E 1 IH 1 IE 1 10 Et K 4 F N F...
5 answers
Quutton ?7 0t en 4in teli J0a 71m {ote #achcutnnt Alleintt
quutton ?7 0t en 4in teli J0a 71m {ote #achcutnnt Alleintt...
5 answers
What would your solution A too test loosely? (Deseribe plate have looked like if the Sphagnum was packed what it would have looked like: )Did you test high KCI (solution B) or low pH (solution C)? If everything had arorked the what would your solution B or C test plate have looked iike? Only answer the expeeted. one YOu did not test and predict the result:
What would your solution A too test loosely? (Deseribe plate have looked like if the Sphagnum was packed what it would have looked like: ) Did you test high KCI (solution B) or low pH (solution C)? If everything had arorked the what would your solution B or C test plate have looked iike? Only answer...
5 answers
13) Btieflh deseribeche main features Of the four types of radiation: alpha, beta, positron, and gamma Also explain what happens to the nucleus of an atom when it undergoes each of these radioactive decays_ pts alphabetapositrongamma
13) Btieflh deseribeche main features Of the four types of radiation: alpha, beta, positron, and gamma Also explain what happens to the nucleus of an atom when it undergoes each of these radioactive decays_ pts alpha beta positron gamma...
5 answers
Question 1. Find the general solution for the following ODE:dv m mg dt YU,where m, 9, and are positive constantsQuestion 2_ Show that y = sin(x) is & solution to the following ODE:dy =1-y2 dxQuestion 3 For what values of & is the following ODE linear: y" (a? 1)yy' = 4
Question 1. Find the general solution for the following ODE: dv m mg dt YU, where m, 9, and are positive constants Question 2_ Show that y = sin(x) is & solution to the following ODE: dy =1-y2 dx Question 3 For what values of & is the following ODE linear: y" (a? 1)yy' = 4...
5 answers
Poict) Determine if the series is absolute convergent; conditionally divergent: convergent or(-1) Inn n2 n=1
poict) Determine if the series is absolute convergent; conditionally divergent: convergent or (-1) Inn n2 n=1...
5 answers
Uslirig Whe turicticn $ (&, % Z~" +17Tv 8v? 16r + l7v = 4 macli each of the following derivatives with the correct answer.ChoaseChooscChoosefyyChoose(Choose
Uslirig Whe turicticn $ (&, % Z~" +17Tv 8v? 16r + l7v = 4 macli each of the following derivatives with the correct answer. Choase Choosc Choose fyy Choose (Choose...

-- 0.067193--