Q13) {t+sin² t} = (A) + 1 [-] (D) 3 + 1 [-2] s²+4 (B) 3+ [4] (Ⓒ) + -] +4 (E) +-

Q: Let f(x) = -3x√x + f'(x) = -8 35 -4 4 -18x³√x - ³x³√x + 24x¯4√x - NIG F X X

A:

Q: Let f(x) = 2x√x + f'(x) = x³√x

A:

Q: If f(x) = 10x^2-37x+11, then there are two real numbers a<b such that f(a)=f(b)=4, and there is a…

A: The objective is to solve .

Q: Find the value of the Boolean expression for (x1 ^ (x2 V (X1 A2))) v ((x1 ^T2) V (X1 A 3)|

A:

Q: Find *: (a) 4x°y³ + 2x³y-y-2x-4 0. %3D

A: Given  4x5y3 + 2x3y - y - 2x - 4 = 0 We have to find dydx.

Q: 2. Solve X' - 3x – 4x+12 2 0 algebraically (number line)

A:

Q: 3tan(x)=2sin(2x) from [0, 2pi)

A:

Q: d (tan² (2x³)). dx (a) 202¹ tan (2x5) sec² (2x5) (b) 20x¹ tan (25) 16. Calculate (c) 2 tan (2x5) (d)…

A:

Q: Find the derivative of the function g(x) = g'(x)= = e² 4 - 2x

A:

Q: f(x)=(x^2-1)/(x+4) Find the following :  5) f(2x) 6) f(a+k)

A: For 5th put 2x in place of x And for 6th put a+k in place of x in f(x)

Q: x2y'' - 7xy' + 2y = x6ex

A: Solve: x2y''-7xy'+2y=x6 ex

Q: Determine the principal value of (3+j2)^(3+j2)

A:

Q: 6x? + Sx t 16 dx +2x +6 x + 3? a.Sinlat3l+; 4 Cが)返が)+c er none

A:

Q: Find f(x)

A:

Q: In (x²) esin(2r)

A:

Q: find the value of x in (1/(3x+1))+(1/(x+1))=(1/(3x+1)(x+1))

A:

Q: [5 8 If A = 0 1 1 find A-1. [4 3 -1]

A:

Q: j(1+j3/1-j3)^2

A:

Q: ∫-21 (6-x-(x2+4)) dx= ∫-21 (-x2-x+2)

A: The given equation is,

Q: The derivative of f(z) - (+10z) is O6z (2z + 10) O6z (2z+10) O 6z (2z + 10) O 6z+60

A:

Q: (2xy s) 10x*y Sx*y (-243x*yy

A: Due to our guidelines I am solving only first three parts plzz repost other question.  1. (2x5y3z)2…

Q: why does F(r(t))=-r/(1+(a-1)t)^3/2 instead of r^3? does |r| just equals to 1+(a-1)t?

A:

Q: 64+ 203 - 6D² - 16D -8)y =D

A:

Q: 2x+6)dx x²+2x+5

A:

Q: る(4xナx)(10x2+x2-2

A:

Q: Let f(x) = -6x4√√x + f'(x) = -2 x³√√x

A:

Q: If f(x)=x^2−2 and h(x)=4x+5, then f(h(3))=       7     15     119     287     33

A:

Q: (9) f(x² - & 8x + 3)dx (h) f(ax + + b)dx ff f(²x² (i) 7x + 4e -3dx

A: Here we have to find the integration using basic properties.   Part- g Now, ∫(x2-8x+3)dx=∫x2 dx-8 ∫x…

Q: Solve in terms of t, u"""" + u"""' = 0.

A: Given the differential equation is u"""" + u"""' = 0.  Here the auxiliary equation is r8  + r7 = 0.

Q: APQR = R R(R(AABC)) Given the fact that the coordinate plane below, which single-transformation and…

A: Given: Triangle ABC…