Differentiate : a. y= (2Inx^2) b. y= In (xInx)

Q: Lze dx -5

A: For this problem we have to find integration of given value.

Q: can you slove these for me?

A: Since you have posted a question with multiple sub-parts, we will solve first three sub-parts for…

Q: (8 + x³)5 3x² dx

A: Integration by substitutions

Q: Evaluate. 81 +x dx J2x V81 +x² dx =

A: Since you have asked multiple question, we will solve the first question for you. If youwant any…

Q: 4 dx 2x+5

A:

Q: 1 dx xV9x² + 4

A:

Q: Calcular el valor de 10 -3x 6x

A:

Q: Evaluate LU'(3-2x) [f'(3-2x) - 4] dx.

A:

Q: tan

A:

Q: Find a product solution using separation of variables.

A: The given partial differential equation is                                         x∂u∂x=u+y∂u∂y

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: ydx not exact

A:

Q: Differentiate: y= x/lnx

A: use the ratio rule to differentiate the rational function

Q: lHans, , Chenl exprcss 240° <0and sec -400°

A: A). 240°    Reference angle = 240°-180° =160°   B). -400°   Reference angle  = -400°+360° = -40°

Q: Integrate. √7x²√x+2dx= (Use integers or fractions for any numbers in the expression.) √x+2 dx

A:

Q: What is outliner?

A: Hi, In statistics there is no word outliner. You might have meant the word outlier. So, here goes…

Q: Differentiate. 4) f(x) = e2x

A: Since you have asked multiple question, we will solve the first question for you. If you want any…

Q: Evaluate the integrals

A: Given integral is, ∫981-v4dv.

Q: Sx5(2-x²)5 dx

A: ∫x52-x25dx

Q: (x² – 7)6 2x dx

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

Q: The pulp and paper factory is one of the longest industrial sectors in the world. Thus,…

A: To find absolute and relative error: Given that, 500 sheets of type B have thickness of 2.027558055…

Q: where is the 250 coming from?

A: (2)  Let X denote the body temperature of a healthy adult follows a Normal distribution with a mean…

Q: Evaluate. 12 6e* dx J6

A:

Q: integrate [(20)/(x^(2)*sqrt(64x^2-36)]dx

A:

Q: Evaluate sec3x cosec3x dx

A: using some substitution then do indefinite integral

Q: | (16 – 2*) dz =

A: To find : the value of ∫0216-x4dx   Using the formula ∫abxndx=1n+1bn+1-an+1

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

A: Find the integral

Q: Differentiate.

A: ddxxn=n xn-1

Q: y = 7x – 8 1. ly = 7x + 15

A:

Q: Differentiate. 4) f(x) = e9x %3D

A: As per our guidelines we are supposed to answer only one question.Kindly repost other question as…

Q: Find the value of sec2 42° - cosec2 48°.

A: Given : sec242°-csc248° Concept: csc90-θ=secθ

Q: Integrate: 4 トズ こ+2x+S Use a tria pubetitution,

A: Lets find integration by using trigonometric function.

Q: dx Ji slx+4) 1 (r+4

A:

Q: 7T tan

A: Given that: tan7π6 Since 7π6 lies in third quadrant, in third quadrant only tan is positive and all…

Q: Y"+y=secxtanx

A: Given, y'' + y = secx tanx This is a second order linear, non-homogeneous ODE. We can write the…

Q: Evaluate [ x² V1+x' dx by using substitution method.

A: on doing integration we get

Q: IT 5tan(3x) dx 12

A: Given ∫π12π95tan(3x) dx

Q: what substitution formula is used here ?

A: the substitution formula used here is-

Q: su

A:

Q: tdt (1+t*)(arctan² t² + 4 arctan t² + 5)

A: Use the substitution method to solve the integration.

Q: en inv you investment

A: Introduction: The formula for compound interest, when interest calculated compounded. A=P1+R44T

Q: Calculate and explain their similarities

A:

Q: o break even.

A:

Q: Integrate 0.

A:

Q: 2) SecO

A: Here, the given triangle is ABC with  tan θ=109⇒ABBC=109⇒AB=10, BC=9

Q: y varies directly as the fourth power

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…

Q: Assume that human body temperatures are a. A hospital uses 100.6°F as the lowest ter

A: Mean = 98.19 s = 0.64

Sequence and Series

A sequence is defined as a collection of things. Series is defined to sum the things one by one in the sequence.  It was invented by German mathematician Carl Friedrich Gauss.