ydx not exact

Q: |cot° 4xdx 9*

A: Since you have posted multiple questions. I am answering the first one. Please post the question…

Q: evaluate Scx+2X4-x²)² dx

A:

Q: S(4x3 +dx 2 Evaluate :

A:

Q: (8 + x³)5 3x² dx

A: Integration by substitutions

Q: Evaluate ∫(5x − 3)^19 dx

A: We need to evaluate the following integral I = ∫5x-319dx                            ........1

Q: Pls show work, be quick!

A:

Q: Stan5 x sec³ x dx

A:

Q: Evaluate. x? + x – 3 dæ Preview %3D

A:

Q: Evaluate fA x sec²x dx.

A:

Q: CORRECTLY

A:

Q: 70. sec (t + 27) – sec(-t)

A:

Q: « Sese'ndx csc*xdx Jtan?xsec*xdx 5. cot*xcsc*xdx 6.

A:

Q: stanx de

A: Given: ∫e5tanxcos2xdx

Q: Snd tan Vx 2.

A: This is a case of the integration by substitution

Q: 1) tan wsec wdw 2) Ssin 5xsin 3xdx

A:

Q: Evaluate. + 5/x5 dx

A: Our Aim is to integrate the following integral given below:-∫3x6+5x5 dx -(i)

Q: Evaluate ∫sec3 x dx.

A:

Q: V3 7. arctan 3.

A:

Q: Positive is 5. t00 maxim um

A: Given, to find two positive number whose product is 100 and sum is maximum. Let the two positive…

Q: Stan² 2x secex dx 3

A:

Q: find dy du

A:

Q: (9) ()f(外に <052X cosZX () fC)に Secなstdt

A:

Q: Evaluate. [ 10.xªtan (2x³ + 3) dx

A:

Q: Evaluate Stan" (x) see³x dx.

A:

Q: Find UV. V

A: Given problem is :

Q: (x² – 7)6 2x dx

A: we put x2-7u so that 2x dx =du and solve this. see 2nd step.

Q: Jcos'xsinx dx 2.

A: (2). Given: I=∫cos3xsinxdx   ...1   We know that, the Power rule; ∫xndx=xn+1n+1+C ; n≠-1

Q: Evaluate fx Vx + 10 dx

A:

Q: dr Find dt

A: Given that r=s+1   and   s=16t2-20t. Obtain the derivative as follows.

Q: Sx³√4 - 2x² dx 3

A: We have to solve integration

Q: Find UV. 10x +5 T W 29 8x-1 V UV=

A:

Q: Evaluate csc² √2x √x [³ dx.

A: Given data:- ∫csc22xxdx

Q: csc*xdx 4. . Stan*xsec*xdx 5. cot*xcsc*xdx 6.

A:

Q: sec2 2X ton 2x ok At ton ?2x

A: Find the integral

Q: tan h (03+ 30 4 3 %3D

A:

Q: I. Evaluate 4x² + 4x + 5 dx

A:

Q: Inx lim メ→」* メー

A:

Q: i %3D tind (x)

A:

Q: csc y° = sec

A:

Q: Evaluate Stan" (x) see³x dx

A:

Q: Evaluate 7x+2 dx.

A:

Q: Stan³ x secx dx

A:

Q: Evaluate dx x²V9 – x?

A:

Q: Evaluate f xlnx dx

A: To findI=∫xlnxdx

Q: Evaluate (x + 9)°dx

A: Thanks for the question :)And your upvote will be really appreciable ;)

Q: 1 AOGD A R.

A: By property of triangle,   In two triangles, SSS : All three pairs of corresponding sides are equal.…

Q: sechvx tanhyxdx S Vx

A: Integration is a way of adding slices to find the whole. Substituting and using integration by parts…

Q: Va2 – 25 dx

A:

Q: tios: COSX 6 X 10 8 8

A: sin x = perpendicular / hypotenuse cos x = base / hypotenuse base is that side which has 90o  and…

Fundamentals of Trigonometric Identities

Trigonometric Identities are the equalities that involve trigonometry functions and hold for all the values of variables given in the equation.