Homework Answers
![- tandx = Secx d) ſxsecx tan x dx. J x [seca tanx] dx J seca uring Integration by parts. , secx dx In csecxt tanx) +C Jºx%e4*](http://img.homeworklib.com/questions/6a322410-faf8-11ea-9af8-3ba525c9a3d7.png?x-oss-process=image/resize,w_560)
Use trig identities to rewrite the integral then integrate. 1. 2. 3. 4. 5. 6. tan(r)dr tan(r)dr (sinz + sinz +...
Use trig identities to rewrite the integral then integrate. 1. 2. 3. 4. 5. 6. tan(r)dr tan(r)dr (sinz + sinz + tan2)/sec2rda Sin.TS2nT (sin(2x)/cosrdr (sin(2))/1+cos2rda (cos(x) + sin(2))/sinrdr tan(r)dr tan(r)dr (sinz + sinz + tan2)/sec2rda Sin.TS2nT (sin(2x)/cosrdr (sin(2))/1+cos2rda (cos(x) + sin(2))/sinrdr
Problem 4 A definite integral I is given as .b I=| f(x) dr a=0 b=2 f(x) = e-r' ; ; ; Evaluate the...
Problem 4 A definite integral I is given as .b I=| f(x) dr a=0 b=2 f(x) = e-r' ; ; ; Evaluate the integral using the three-point Gaussian quadrature method Solution:
Problem 4 A definite integral I is given as .b I=| f(x) dr a=0 b=2 f(x) = e-r' ; ; ; Evaluate the integral using the three-point Gaussian quadrature method Solution:
QUESTION 18 Use the substitution z = tan(x/2) to evaluate the integral / 3-cos e de...
QUESTION 18 Use the substitution z = tan(x/2) to evaluate the integral / 3-cos e de ОА. tan-1 ( ✓2 tan 2 --()) +C OB. tan tan +C V2 OC V2 tan 2 Etan () )+c 2 OD. 1 tan tan +C 2 OE. tan V2 tan +C 2
evaluate the following integral sec/ tan / vi+secl de
evaluate the following integral
sec/ tan / vi+secl de
For r = e on the interval 0 <O< 1, find a definite integral that represents...
For r = e on the interval 0 <O< 1, find a definite integral that represents the arc length. Select the correct answer below: O 546 4Ꮄ dᎾ I'avas V2.de I 12 de
Evaluate the following integral in cylindrical coordinates. z T 4 4 dz r dr de 00-4...
Evaluate the following integral in cylindrical coordinates. z T 4 4 dz r dr de 00-4 -4 4 T 4 4 SSS dz r dr do = (Type an exact answer, using a as needed.) 00-4
(3) Evaluate the indefinite integral. tan(t) + cos2 () de Con)
(3) Evaluate the indefinite integral. tan(t) + cos2 () de Con)
cos(()dr - (r sin(O) - e)de = 0, r(0) = 1 (make r the subject of...
cos(()dr - (r sin(O) - e)de = 0, r(0) = 1 (make r the subject of the formula)
2. Since it is difficult to evaluate the integral dr exactly, we will approximate it using Maclaurin polynomials (a) De...
2. Since it is difficult to evaluate the integral dr exactly, we will approximate it using Maclaurin polynomials (a) Determine P4(x), the 4th degree Maclaurin polynomial of the integrand e". (b) Obtain an upper bound on the error in the integrand for r in the range 0-x 1/2, when the integrand is approximated by Pi(x). (c) Find an approximation to the original integral by integrating P4(r (d) Obtain an upper bound on the error in the integration in (c) (e)...
Evaluate the integral. IP In(r) dr
Evaluate the integral. IP In(r) dr
Problem 4 A definite integral I is given as .b I=| f(x) dr a=0 b=2 f(x) = e-r' ; ; ; Evaluate the integral using the three-point Gaussian quadrature method Solution:
Problem 4 A definite integral I is given as .b I=| f(x) dr a=0 b=2 f(x) = e-r' ; ; ; Evaluate the integral using the three-point Gaussian quadrature method Solution:
QUESTION 18 Use the substitution z = tan(x/2) to evaluate the integral / 3-cos e de ОА. tan-1 ( ✓2 tan 2 --()) +C OB. tan tan +C V2 OC V2 tan 2 Etan () )+c 2 OD. 1 tan tan +C 2 OE. tan V2 tan +C 2
evaluate the following integral
sec/ tan / vi+secl de
For r = e on the interval 0 <O< 1, find a definite integral that represents the arc length. Select the correct answer below: O 546 4Ꮄ dᎾ I'avas V2.de I 12 de
Evaluate the following integral in cylindrical coordinates. z T 4 4 dz r dr de 00-4 -4 4 T 4 4 SSS dz r dr do = (Type an exact answer, using a as needed.) 00-4
(3) Evaluate the indefinite integral. tan(t) + cos2 () de Con)
cos(()dr - (r sin(O) - e)de = 0, r(0) = 1 (make r the subject of the formula)
2. Since it is difficult to evaluate the integral dr exactly, we will approximate it using Maclaurin polynomials (a) Determine P4(x), the 4th degree Maclaurin polynomial of the integrand e". (b) Obtain an upper bound on the error in the integrand for r in the range 0-x 1/2, when the integrand is approximated by Pi(x). (c) Find an approximation to the original integral by integrating P4(r (d) Obtain an upper bound on the error in the integration in (c) (e)...
Evaluate the integral. IP In(r) dr
Most questions answered within 3 hours.
-
List the six general types of information management systems,
and give one logistics application to each...
asked 50 seconds ago -
XYZ corporation uses statistical quality control to monitor the
quality of their product. They have determined...
asked 4 minutes ago -
If a liquid
contains 60% sugar and 40% water through out its composition then
what is...
asked 12 minutes ago -
In testing a new drug, researchers found that 5% of all patients
using it will have...
asked 9 minutes ago -
The data in set A represents prices (with tax included) of a
large cup of regular...
asked 21 minutes ago -
How do neuropsychological assessments provide information about
impairment? How could this information be misused?
asked 14 minutes ago -
Define SNP and elaborate various type of SNPs and their
importance in pharmacogenetics?
asked 18 minutes ago -
Description
There are 4 classes, Figure is the base class，both Triangle,
Rectangle and Circle are all...
asked 19 minutes ago -
What will the standard deviation of these exam grades be? A
square bracket means inclusive, so...
asked 29 minutes ago -
Beginning Retained Earnings are $ 79 comma 000 $79,000; sales
are $ 31 comma 700 $31,700;...
asked 31 minutes ago -
Please explain/demonstrate how to use NLTK to test unigram,
bigram, and trigram character models on guessing...
asked 37 minutes ago -
what you feel is most important to you and why regarding your
typing skills?
asked 38 minutes ago