Homework Answers
Here I plot the digital plot of left point
integral
![(d) The value of integral hq is compute by La=s& [ f(-1) + f(0) + f(1) + f(2)] By putting all the value of f(a) from given ta](http://img.homeworklib.com/questions/be381c00-fe0c-11eb-8882-f724537143f7.png?x-oss-process=image/resize,w_560)
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1. Consider the following integral. zde (a) (4 points) Draw a diagram representing La, which is...
2. Use the Trapezoid rule with n = 4 subintervals to approximate the integral (i.e approximate...
2. Use the Trapezoid rule with n = 4 subintervals to approximate the integral (i.e approximate In 3). Round your answer to 4 decimal places (or give a simplified fraction). An answer without work will not receive credit; you must write out the expression you put into a calculator. 3. In 1311.098012389 dr -- inixl1,° - inixll,
1. Let f(1) = ***+3. (a) (3 points) Sketch the region S below the graph of...
1. Let f(1) = ***+3. (a) (3 points) Sketch the region S below the graph of y = f(x) and between x = 0 and * = 4. Remember to label axes and important points! (b) (4 points) Approximate the area A of the region S using rectangles by dividing (0,4into four equal subintervals and creating rectangles with the right endpoints. Here you will be calculating R4. It may help to draw the rectangles on your graph (c) (2 points)...
If you finish all of the above Successful completion of the following will add up to 2 additional...
If you finish all of the above Successful completion of the following will add up to 2 additional points to this activity gradeif you complete all of the above problems, and your grade on the above exercises is at least 8/10 4. The series Σ.,1/ns converges by the Integral Test. (a) Approximate the sum of the series by computing the sum of the first five terms answer to three decimal places 1/n3Ss is the sum of the omitted terms (b)...
Consider the following definite integral: In z dr- 2 ln 2-1 s 0.3862943611 1. Determine the smallest value for n so...
Consider the following definite integral: In z dr- 2 ln 2-1 s 0.3862943611 1. Determine the smallest value for n so that T, is within 0.01 of In z dz. (JEri s A IE,K KIba 3 foss-In Ko.01 12n 1 (2-)S 12AM CO01 K=If"Gl=1 n2.98675 2 Sketch a dingm representing Ta. for the n you found above. The graph of y- In z is below -1 3. Compute the value of T, for the n you found above. (recall: T,-4f(zo)...
Assignment 4 1)For all the questions in Assignment 4, you need to draw a diagram to...
Assignment 4 1)For all the questions in Assignment 4, you need to draw a diagram to describe the steps and provide short description as needed. Construct a Binary Search Tree by inserting the following node one by one. [4 points] 7,12,6,9,11,23,24,27,15 2)Provide an example for each following cases to search a given key in a Binary Search Tree. [4 points] Time efficiency=Ο(1)3S8CEMtd9AAAAAElFTkSuQmCC Time efficiency=ΟlogncdA3f5imtB2VefcxtquYZA8cQHOJLX+AydvU9UjZ Time efficiency=Ο(n)ZRO+N+OcdxOBP4CbNI+pPm7zwkAAAAASUVORK5CY 3)For the BST you created in question 1, delete the node 9, then 7,...
Assignment 4 1)For all the questions in Assignment 4, you need to draw a diagram to describe the ...
Assignment 4 1)For all the questions in Assignment 4, you need to draw a diagram to describe the steps and provide short description as needed. Construct a Binary Search Tree by inserting the following node one by one. [4 points] 7,12,6,9,11,23,24,27,15 2)Provide an example for each following cases to search a given key in a Binary Search Tree. [4 points] Time efficiency=Ο(1)3S8CEMtd9AAAAAElFTkSuQmCC Time efficiency=ΟlogncdA3f5imtB2VefcxtquYZA8cQHOJLX+AydvU9UjZ Time efficiency=Ο(n)ZRO+N+OcdxOBP4CbNI+pPm7zwkAAAAASUVORK5CY 3)For the BST you created in question 1, delete the node 9, then 7,...
question 3 and 4 Problem2 (30 points) Consider an npn bipolar transistor with the following characteristics...
question 3 and 4
Problem2 (30 points) Consider an npn bipolar transistor with the following characteristics Base Collector Emitter Na-5x 1016 cm3 Ng- 1015 cm3 N1018 cm3 DC- 12 cm-/sec DE 8 cm-/sec (diff coef.) DB 15 cm-/sec sec TEO 108 sec (life time) tB0 5x 10 tCo 10 sec xp 0.7 um (Base width) xg 0.8 um (emitter width) D Remember D/u= KT /q, and L n.p n.p A forward bias of 0.5 V is applied to the emitter-base...
(4.2) Consider the integral -f 1 J dec 1+3 (a) Show that (4) 1 da 1 +x3 dr 1+r3 (b) Deduce that (3) -re) J f() dr wh...
(4.2) Consider the integral -f 1 J dec 1+3 (a) Show that (4) 1 da 1 +x3 dr 1+r3 (b) Deduce that (3) -re) J f() dr where f is a function to be determined (8) and the (c) Approximate J by means of the three-term Gaussian Quadrature Hint: The roots of the third Legendre polynomial are xo corresponding coefficients for the three-term Gaussian Quadrature are co =,C= , C2= 15 15, 1 0, 32 5 Y 9 (2) (25]...
Summer Assignment 4: Problem 1 Previous Problem List Next (1 point) Call an improper definite integral...
Summer Assignment 4: Problem 1 Previous Problem List Next (1 point) Call an improper definite integral type 1 if it is improper because the interval of integration is infinite Call it type 2 if it is improper because the function takes on an infinite value within the interval of integration. Classify the type(s) for each of the following improper integrals. ? 1. - ** sec(a) de 2 ? v 2. so I dar 2 - 53 +6 0 ? v...
6. [10 points] Consider the function f(x) = 2 + cose over the interval (1,6), where...
6. [10 points] Consider the function f(x) = 2 + cose over the interval (1,6), where I is measured in radians. Let S be the region that is bounded above by the graph of f(x), below by the 2-axis, on the left by the line = 1, and on the right by the line = 6. This question concerns the process of approximating, and exactly calculating, the volume of the solid that is obtained when S is rotated around the...
2. Use the Trapezoid rule with n = 4 subintervals to approximate the integral (i.e approximate In 3). Round your answer to 4 decimal places (or give a simplified fraction). An answer without work will not receive credit; you must write out the expression you put into a calculator. 3. In 1311.098012389 dr -- inixl1,° - inixll,
1. Let f(1) = ***+3. (a) (3 points) Sketch the region S below the graph of y = f(x) and between x = 0 and * = 4. Remember to label axes and important points! (b) (4 points) Approximate the area A of the region S using rectangles by dividing (0,4into four equal subintervals and creating rectangles with the right endpoints. Here you will be calculating R4. It may help to draw the rectangles on your graph (c) (2 points)...
If you finish all of the above Successful completion of the following will add up to 2 additional points to this activity gradeif you complete all of the above problems, and your grade on the above exercises is at least 8/10 4. The series Σ.,1/ns converges by the Integral Test. (a) Approximate the sum of the series by computing the sum of the first five terms answer to three decimal places 1/n3Ss is the sum of the omitted terms (b)...
Consider the following definite integral: In z dr- 2 ln 2-1 s 0.3862943611 1. Determine the smallest value for n so that T, is within 0.01 of In z dz. (JEri s A IE,K KIba 3 foss-In Ko.01 12n 1 (2-)S 12AM CO01 K=If"Gl=1 n2.98675 2 Sketch a dingm representing Ta. for the n you found above. The graph of y- In z is below -1 3. Compute the value of T, for the n you found above. (recall: T,-4f(zo)...
question 3 and 4
Problem2 (30 points) Consider an npn bipolar transistor with the following characteristics Base Collector Emitter Na-5x 1016 cm3 Ng- 1015 cm3 N1018 cm3 DC- 12 cm-/sec DE 8 cm-/sec (diff coef.) DB 15 cm-/sec sec TEO 108 sec (life time) tB0 5x 10 tCo 10 sec xp 0.7 um (Base width) xg 0.8 um (emitter width) D Remember D/u= KT /q, and L n.p n.p A forward bias of 0.5 V is applied to the emitter-base...
(4.2) Consider the integral -f 1 J dec 1+3 (a) Show that (4) 1 da 1 +x3 dr 1+r3 (b) Deduce that (3) -re) J f() dr where f is a function to be determined (8) and the (c) Approximate J by means of the three-term Gaussian Quadrature Hint: The roots of the third Legendre polynomial are xo corresponding coefficients for the three-term Gaussian Quadrature are co =,C= , C2= 15 15, 1 0, 32 5 Y 9 (2) (25]...
Summer Assignment 4: Problem 1 Previous Problem List Next (1 point) Call an improper definite integral type 1 if it is improper because the interval of integration is infinite Call it type 2 if it is improper because the function takes on an infinite value within the interval of integration. Classify the type(s) for each of the following improper integrals. ? 1. - ** sec(a) de 2 ? v 2. so I dar 2 - 53 +6 0 ? v...
6. [10 points] Consider the function f(x) = 2 + cose over the interval (1,6), where I is measured in radians. Let S be the region that is bounded above by the graph of f(x), below by the 2-axis, on the left by the line = 1, and on the right by the line = 6. This question concerns the process of approximating, and exactly calculating, the volume of the solid that is obtained when S is rotated around the...
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