Use Euler's and the fourth order Runge-Kutta methods to approximate the solutions for each of the following initial-value problems. Make plots of your numerical solutions (Both Euler and RK4). * = -x/t - (x/t)?, 1 < t < 2, x(1) = 1 with h = 0.1 %3D 1.1

Q: 24. Find d²4 zP 2. xp 4=3x² +34-8

A: Differentiate two times

Q: Evaluate 4-3

A: For a negative exponent, we will use reciprocal first.

Q: B а) 4 군 up 군 %24 4. %24

A:

Q: What is 60 plus 60

A: given that,   what is 60 plus 60?

Q: The number of guest represented is not 85

A: Min  = 15Q1 = 30Median = 45Q2 = 55Max = 100

Q: Add the Practons. Simplly if possible + lea+9 t.

A:

Q: do 18

A: Given one-parameter family of equation isy2−2y=x2−x+cDifferentiating the above equation with respect…

Q: Save dre invX+3

A:

Q: There are two more questions pleade

A: I have to answer for part-d and part-e, so i use the previous result .

Q: Evaluate 24

A: Explanation of the answer is as follows

Q: dr 414. 12 +1

A:

Q: determine the value of 25P2.

A:

Q: dont underdtand this

A:

Q: +メ XP 3. Derermiてe

A:

Q: Blank of 80 is 50

A: Blank of 80 is 50

Q: Pl3ase and thank you

A: The given boundary curves are:y=cosx and y=0 (the x-axis) It is required to find the volume of the…

Q: I wanted help with 22 not 21

A: 22)

Q: Evaluate 0 b 0 10

A:

Q: Evaluate  P43 and C96

A: Solution

Q: Can ypou please recheck the answer

A: The answer is correct as per my knowledge. Please post if you have any specific doubts

Q: Can you answer D plz

A: We need to determine which of the sales, 170 CDs or 200 CDs, yields a higher revenue.