where a = 23 14 [it's 4 10 b ƒ (x) dx − [° f(x) dx = - = [₁ f(² 4 and b= 15 f(x) dx

Q: By the power rule, True False d dx [2] · 2x−1 =X.

A:

Q: x4 「高。 dx x2+1 Find

A:

Q: Find [(x- sin(2x)) dx

A:

Q: 1 I = J dx (1-x²)Z %3D 3

A: It is known that: 1-cos2x=sin2x∫sec2x=tan x+Ctansin-1x=x1-x212

Q: [4] S (x + )´ dx [5] S cos²(2x)dx X. V1+x3 [6] S- dx r-2

A: To evaluate the integration of the following.

Q: If fſ f (x)dx = 8, what would f f(x)dx equal?

A: Given, the definite integral gives result 8. Concept - when the limits of integration is changed…

Q: If f³ f (x) dx = 6 and ſ ƒ(x)dx = 4, then ſ5 (3 + 2ƒ(x))dx : = 35 10 23 20

A:

Q: (1 − x++zx) (ε − xs) =á (v) - for dx dy Find

A: Since you have asked multiple question, we will solve the first question for you as per our guide…

Q: As a → 1 what happens to the value of f f(x)dx?

A: As a →1 what happens to the value of ∫1af(x)dx.

Q: Find d²y dx² y = 4x + 9 d²y 2 dx || ㅁ

A:

Q: tan-x dx 3+3x? -1 (b). /

A:

Q: Let f³ f(x)dx = 12, f³² ƒ(x)dx = 3, få ƒ(x)dx = 4 ƒ² (2ƒ(x) — 1)dx Find

A:

Q: Differentiate. X y = 1/2 - 1²/²2 N|X d X dx 2 23). X

A:

Q: "S If f(x) nd f(x) dx = 3.6, find [ f(x) dx = 7.1 and dx.

A: Integral

Q: Find 2f (x) dx jf f (x) dr=2 and f (x) dr= - 6

A: We have to find out

Q: Suppose thatƒ(x) = d/dx (1 - √x) and g(x) = d/dx(x + 2). find ∫g(x) dx

A: Given: fx=ddx1-xand gx=ddxx+2 To Find: ∫gxdx Concept: Integration is an inverse process of…

Q: 34 dx (г - 2)4/5 (x)

A: