la) P(X>2) (b) P (Y > 0), where Y = - 2

Q: 3 Find y" for y = 5 + y" =D

A:

Q: (B) let y = 3sin5x - 2cos5x show that ax y + 25y = 0

A: Given :y=3sin5x-2cos5x

Q: F(s) = = 4 3s7(s²+3)

A:

Q: [D³ 6D² + 11 D - 6) y = tanx -

A: Sol:- Original Differential Equation can be re-written as :- y''' -6y'' +11y' -6y=tanxThe general…

Q: A = {x € Rx ≥ 5 and x 8 and r < 12}

A:

Q: . Show that y x2 2 (xyz)(x – y)(y – z)(z - x) N N

A:

Q: F = D/B ((A + 4) \ (C+ 1)), where A = 5, B = 4, C = 3, D = 12: %3D

A:

Q: x2 dx - 1

A: See the details solution in below

Q: Find f'(1) if Ax) = (4x- 3) %3D 2.

A:

Q: 12. For f(x) = -3x – 4 evaluate f(n – 6). а.) -Зп - 10 b.) - Зп + 14 с.) -Зп - 22 d.) 18n

A: We can solve this problem using function mapping.

Q: y2(1+p2)=x+yp what is y?

A: Given data:     The given expression is: y2(1+p2)=x + yp.   The given expression can be written as,

Q: Evaluate : ((x + Vx² +1) dx.

A: To find ∫x+x2+1ndx

Q: b) Is f x(x² + 1)dx = ( + x) + C true or false? show me

A:

Q: 2 (b) L1²}=3

A:

Q: 2) fa)= x

A: The given function is: fx=xx+1

Q: Evaluate: | V12 – 2| +x dx

A: Explanation of the answer is as follows

Q: Vx (x+2) dx = (A) 국2+4 (B) r2+2 + C (0) 등(금2+ 2x)+C (D) ++C 3/2 +x3/2. 3 x (2 5 1 -+ C

A: Given, ∫xx+2dx  We have to integrate it .

Q: dy (b) +7• y= ÷; y (0) = 1 dr The answer is y

A:

Q: dy If dz 3x - 3 and y(0) = 8, then y(1) %3D ---

A:

Q: Q) Let f(x) = . Find f %3D

A: