Find an equation of the form y = (n + mæ) + (ab")sin G) that fits the data below %3D X. 2 4 8 y 6. -8 26 420 46 To fit the data: n = m = a = b 3=

Q: Complete the equation. x- 7 arctan arccos %3D 7. 7 < x < 14

A:

Q: 5. Find for the equation ry – x²y = 2

A:

Q: Find the Principal Value of (-2)i/π.

A: We find the Principal Value of (-2)i/π.

Q: Find df, dg, ď²f and d g, if sing f +g = x+y, sinf

A:

Q: Solve for x: 6 Cos +7Sin x -8

A:

Q: solve for y in terms of t or x, as appropriate.

A: (a) On solving first equation e3k=27taking ln on both sidelne3k=ln273klne=ln33        lne=13k=3ln3…

Q: |cos? 10x dx

A: The given integral is ∫cos210xdx To evaluate the integral .

Q: x°+3x Find y". y 3= %3D

A: Given function: Simplifying:

Q: 15х + 5 120° 22х + 4 A

A: We have to find the value of x

Q: dy - 7 dr fip + 12y = 3x2e4x. dx?

A: Solutions

Q: Find dr 기 de de r = 3 sec 0 csc 0 11

A: SOLUTION-

Q: 2. OCot2E = csc

A:

Q: S T 43 (9x- 14)* U

A:

Q: V16x2 – 8x +1 dx

A:

Q: Find R and 0 given the components R, = 6.172 and R, = -1.725.

A:

Q: sec²(3vt) dt (4) VE

A: According to the bartleby guidelines I have to solve only first question in order to get the…

Q: What is the equation of the line shown on t he gr aph below?

A: Given,           The line shown on the graph below :

Q: Find the missing value. y varies directly as x2, and y= 72 when x = 6. Find y when x = 12. O 24 O 12…

A: y αx2 y=kx2............ (i)  Where k is proportionality constant  k=yx2 Put y=72, x=6 k=7262=7236…

Q: (Sti)*A ds %3D

A:

Q: For u= (7. - 4) and v = (- 1, - 5). find the component form and the magnitude of u + v. u+v = OD…

A: u=7-4,   v=-1-5 . u+v=7-4+-1-5 u+v=7+-1-4+-5 u+v=6-9

Q: Find the value

A: Given: d2dx2secx we know that  d2dx2fx=ddxddxfx                                         ..1

Q: Can you evaluate and explain the steps of the following equation

A: Take the integral:∫tan3(x)sec3(x)dxFor the integrandtan3(x)sec3(x),use the trigonometric…

Differential Equations

Have you ever observed the movement of the satellites and rockets or how the planets go around the sun in their orbits? How will you determine their motion? Definitely they follow some scientific laws and these kinds of problems are framed as differential equations.