Question: E] & LaneOnline ? HELP ' 19 MTH 252 Sp23 (Gladfelter 40017) Participants E4 Competencies E Grades 3 General 3 WEEK1 (April 3 9) :1

 E] & LaneOnline ? HELP ' 19 MTH 252 Sp23 (Gladfelter40017) Participants E4 Competencies E Grades 3 General 3 WEEK1 (April 39) :1 WEEK 2 (April 10 - 16) 3 WEEK 3 (April17 23) D Midterm1 3 WEEK 4 (April 24 - 30) 3WEEK 5 (May1 - 7) 3 WEEK 6 (May 8 14) 3WEEK 7 (May 15 21) ll") Midterm 2 D WEEK 8 (May22 28) Midterm 2 (page 3 of 3) Question 10 Not yetanswered Scored out of 8.00 \V Flag question i classes.lanecc.edu Course Herosin5(x) 00580:) dx Choose... Time left 2251210 l In this problem, wewill outline the process of evaluating the integral by trigonometric substitution. For
each part of this problem, you will drag and drop item(s) intotheir correct locations in the image below. a) What is the correcttrigonometric substitution to use for this integral? Drag one of the itemsfrom the first group (white background) into the box labeled "Trigonometric substitution2".b) Based on your trigonometric substitution, label the sides of the righttriangle with the appropriate expressions from the second group of items (bluebackground). Drag each expression to its corresponding side in the right trianglediagram, in the area labeled "Right triangle:". The angle 6 and theright angle are marked in the figure. c) After performing the correcttrigonometric substitution and simplifying, the given integral is transformed into the following

E] & LaneOnline ? HELP ' 19 MTH 252 Sp23 (Gladfelter 40017) Participants E4 Competencies E Grades 3 General 3 WEEK1 (April 3 9) :1 WEEK 2 (April 10 - 16) 3 WEEK 3 (April 17 23) D Midterm1 3 WEEK 4 (April 24 - 30) 3 WEEK 5 (May1 - 7) 3 WEEK 6 (May 8 14) 3 WEEK 7 (May 15 21) ll") Midterm 2 D WEEK 8 (May 22 28) Midterm 2 (page 3 of 3) Question 10 Not yet answered Scored out of 8.00 \V Flag question i classes.lanecc.edu Course Hero sin5(x) 00580:) dx Choose... Time left 2251210 l In this problem, we will outline the process of evaluating the integral by trigonometric substitution. For each part of this problem, you will drag and drop item(s) into their correct locations in the image below. a) What is the correct trigonometric substitution to use for this integral? Drag one of the items from the first group (white background) into the box labeled "Trigonometric substitution2". b) Based on your trigonometric substitution, label the sides of the right triangle with the appropriate expressions from the second group of items (blue background). Drag each expression to its corresponding side in the right triangle diagram, in the area labeled "Right triangle:". The angle 6 and the right angle are marked in the figure. c) After performing the correct trigonometric substitution and simplifying, the given integral is transformed into the following form. (You may accept this part as given). 1- 0mm) V A

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