5

Solve the equation In(x+2) "r3 4x2 correct to four decimal digits, using by Fixed point method with convergence criteria Newton-Raphson MethodBisection method:...

Question

Solve the equation In(x+2) "r3 4x2 correct to four decimal digits, using by Fixed point method with convergence criteria Newton-Raphson MethodBisection method:

Solve the equation In(x+2) "r3 4x2 correct to four decimal digits, using by Fixed point method with convergence criteria Newton-Raphson Method Bisection method:



Answers

Find the zeros of the function. Give exact answers and approximate solutions rounded to three decimal places when possible. $f(x)=4 x^{2}+3 x-3$

The value off four raised to the Power Excel started to. So we should write this four years to racially power to and it's raised to the power excessive and 32 weekend like to raise about five is 32 from here. What you get to later power to X. Is it closed toe to races for five as basis? The same to From here we can write to X is equal to five and X value is five, divided by two that is 2.5 the characters.

In its push and when to use on a grafica corretta and his conduct this mask. So the left inside and the question in coaching that you express our tree mine x crap free and rectify older solutions on Look in the X intercept. Here we see, only one occurs in the barrio job on one's route You. So let's rush in to this question. Only one on this equity, the coupon ones, would you?

In this question, I'm going to use on a graphic calculator in its conduct. This mosque on the left hand side of the equation is one off X. How far? Plus 1/3 X. How about to, uh, Greek banks, my one. And look at the graph of function here. We say that we have your ex intercept the 1st 1 because of the value Manus to go onto one form the 2nd 1 It occurs in a blues upon 321

So in the interest in we have an equation which is E. To the power two times Y plus three times into the power y minus four is equal to zero. So we have to solve this equation. So we can try this equation asked into the power y squared plus three times E. To the power white minus four equal to zero. And now let's substitute it is to buy a sti in the equation right? Let's do the substitute substitution. So then we will have the equation asked T square plus three. P minus four equals to zero which is a typical quadratic equation. Right? So we can find the formula, we can find the solution using the formula of quadratic equation which is T is equal, do minus B plus or minus square root of b squared minus four A. C divided by two times A. Where B is the coefficient of T. Is the coefficient of t square and see is the constant. So minus treat pleasure minus square root of my square root of three squared minus four times coefficient of t square which is one times the constant which is minus four. Right, divided by two times the coefficient of the square which is one. So on doing this we will get minus three plus or minus square root of three. Square is nine minus four times minus for this minus 16. So minus negative of negative 16 is plus 16 divided by two. So now we will have -3 cluster minus square root of nine plus 16 is square root of 25 which is five. Right? So square root of 25. S five so minus three plus or minus five divided by two. So now we can write t. S equal to My sleep plus five. You are by two Or the other solution is minus three minus five divided by two. So T is equal to five minus three, which is two divided by two, which is one or minus three minus five minus eight, divided by two, which is minus four. So now we can substitute the value of the back to eat the power Y. So either the power wife is when equal to one, we should find the value of life. Right? So now we can use a property that says that the natural log of E to the power say and gives us the value. And so this is the property we are going to use to find the value of wild here. So when E to the power Y is equal to one. We can apply this property by taking natural dog on both sides of the equation. We will have natural log of E. To the power Y is equal to natural log of one. Natural log of oneness is equal to zero, and this term is equal to white. So why equal to zero is one of the values, and the next is E. To the power minus four into the power is equal to minus four. So we do the same thing over here by taking the natural log on both sides of the equation. We can Right? Why is equal to good? Y is equal to natural log of -4. Right? So when we take the natural log of a negative forward, we can see that there is another because why the dog is not defined for negative numbers. So we can avoid the solution as such. And then we can finally say that the solution of the given equation and the question is why equal equal to zero. So I hope you understood the answer. Thank you.


Similar Solved Questions

5 answers
8(lQc4 ac76C_Ba+OHC4 cKscts Br(edu
8(lQ c4 ac 76 C_Ba+OH C4 cKscts Br (edu...
5 answers
Frcblem *7: Given -[83)J6n*247 andwhen [541, 183)ad 55(14.
Frcblem *7: Given -[83) J6n* 247 and when [ 541, 183) ad 55(14....
5 answers
Fig: P2.452.46 Two cables are tied logether at € and are loaded #5 (hat shown 500 N and Know ing 60" , detennine AC: (b) in cable BC: the tension in () cable2.47 Two cables are
Fig: P2.45 2.46 Two cables are tied logether at € and are loaded #5 (hat shown 500 N and Know ing 60" , detennine AC: (b) in cable BC: the tension in () cable 2.47 Two cables are...
5 answers
Problem 4. You enter a chess tournament where your probability of winning a game is 0.63 against 30% the players (call them type 1), 0.25 against other 10% of the players (call them type 2) , and 0.12 against the remaining 60% players (call them type 3).(a) You play a game against a randomly chosen opponent: What is the probability of winning? (b) Suppose that YOu were the winner of a game: What is the probability that your OppO- nent was of type 3?
Problem 4. You enter a chess tournament where your probability of winning a game is 0.63 against 30% the players (call them type 1), 0.25 against other 10% of the players (call them type 2) , and 0.12 against the remaining 60% players (call them type 3). (a) You play a game against a randomly chosen...
5 answers
Oldeimore than one problem per page. Good LuckllSolve the oblique triangle AABC with 1234,b = 1432, and Solve the right triangle AABC with 2" and 678.321.
oldei more than one problem per page. Good Luckll Solve the oblique triangle AABC with 1234,b = 1432, and Solve the right triangle AABC with 2" and 678. 321....
5 answers
Assignment4: Problem 6Previous ProblemProblem ListNext Problempoints) The differential equation143 48y 0 has auxiliary equationwith rootsTherefore there are two fundamental solutionsUse these t0 solve the IVPd2y dy +14- 4 48y = dx? dxy(0) = -3 y (0) = 2y(z)
Assignment4: Problem 6 Previous Problem Problem List Next Problem points) The differential equation 143 48y 0 has auxiliary equation with roots Therefore there are two fundamental solutions Use these t0 solve the IVP d2y dy +14- 4 48y = dx? dx y(0) = -3 y (0) = 2 y(z)...
5 answers
Consider the integral Jzei dc:Applying the integration by parts technique, letanddvdrThen uUvdudrTherefore the final answer is: fzei _ dr
Consider the integral Jzei dc: Applying the integration by parts technique, let and dv dr Then uU vdu dr Therefore the final answer is: fzei _ dr...
2 answers
AeCulcetzesnizeTrapczolduMdpoiniSinioson <appoximalyAnlcucUranczoida ~8o} 178Hidnolnt RulcIch simoton 'FleelenNoed Hulp?ereu
AeCulcetzesnize Trapczoldu Mdpoini Sinioson < appoximaly Anlcuc Uranczoida ~8o} 178 Hidnolnt Rulc Ich simoton ' Fleelen Noed Hulp? ereu...
5 answers
A chemist must prepare 900.0 mL of sodium hydroxide solution with PH of 13.30 at 25 %€_She will do this in three steps:Fill 900.0 mL volumetric flask about halfway with distilled water:Weigh out small amount of solid sodium hydroxide and add it to the flask:Fill the flask to the mark with distilled water:Calculate the mass of sodium hydroxide that the chemist must weigh out in the second step_ Round your answer to 2 significant digits _
A chemist must prepare 900.0 mL of sodium hydroxide solution with PH of 13.30 at 25 %€_ She will do this in three steps: Fill 900.0 mL volumetric flask about halfway with distilled water: Weigh out small amount of solid sodium hydroxide and add it to the flask: Fill the flask to the mark with ...
5 answers
Question (25 marks)SolveJ=-Xy5 under the initial condition y-1) = 2(13 marks)
Question (25 marks) Solve J=-Xy5 under the initial condition y-1) = 2 (13 marks)...
5 answers
S(I (8 points) The function f(z) 62 hus_lirsL_derivalive /' (r) 10(1 + 3 31'4 91'/3 (a) Where is increasing? (6) Atwhal I value(s) doey have local minitumn? If none_ s4y 'nonG (c) Atwhat I-value(s) does have local maximum? I none, suy "none.
S(I (8 points) The function f(z) 62 hus_lirsL_derivalive /' (r) 10(1 + 3 31'4 91'/3 (a) Where is increasing? (6) Atwhal I value(s) doey have local minitumn? If none_ s4y 'nonG (c) Atwhat I-value(s) does have local maximum? I none, suy "none....
1 answers
Draw a box to represent a sample of air containing $\mathrm{N}_{2}$ molecules (represented as squares) and $\mathrm{O}_{2}$ molecules (represented as circles) in their correct proportions. How many squares and circles would you need to draw to also represent the $\mathrm{CO}_{2}(\mathrm{g})$ in air through a single mark? What else should you add to the box for this more complete representation of air? [Hint: See Exercise 103.]
Draw a box to represent a sample of air containing $\mathrm{N}_{2}$ molecules (represented as squares) and $\mathrm{O}_{2}$ molecules (represented as circles) in their correct proportions. How many squares and circles would you need to draw to also represent the $\mathrm{CO}_{2}(\mathrm{g})$ in air ...
5 answers
Use derivatives to find the critical points and inflection points.$$f(x)=x^{5}+15 x^{4}+25$$
Use derivatives to find the critical points and inflection points. $$f(x)=x^{5}+15 x^{4}+25$$...
1 answers
Fill in the blanks. A histogram is a bar graph with three important features. $\cdot$ The _____ of a histogram touch. $\cdot$ Data values never fall at the _____ of a bar. $\cdot$ The widths of the bars of a histogram are _____ and represent a range of values.
Fill in the blanks. A histogram is a bar graph with three important features. $\cdot$ The _____ of a histogram touch. $\cdot$ Data values never fall at the _____ of a bar. $\cdot$ The widths of the bars of a histogram are _____ and represent a range of values....
5 answers
Determine 6I, s.t_dlnx f(e) - f(e-1) = dx I=C31
Determine 6I, s.t_ dlnx f(e) - f(e-1) = dx I=C 31...
5 answers
10. (10 pts) Let ~ [0, 4z]C be given by3teitif 0 < t < 2t if 27 < t < 4T_~ : ~(t)107Evaluate the integral
10. (10 pts) Let ~ [0, 4z] C be given by 3teit if 0 < t < 2t if 27 < t < 4T_ ~ : ~(t) 107 Evaluate the integral...

-- 0.019544--