lve 3 2. X 8- -5

Q: SVe -z) + 4 dz

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Q: differenti en y(2) =

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Q: Pls show work, be quick!

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Q: (-8х — 3) dx

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Q: бх+8 dx (х+3)(х+5)(х-2)

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Q: 2. (cax-6)*dx

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Q: 70. sec (t + 27) – sec(-t)

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Q: tan³(9/z) dz z2

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Q: variation equation, and use it to solv er tubing varies jointly with the leng ameter tubing costs…

A: Introduction: A variation is a relationship between one set of values for one variable and another…

Q: -2 Evaluate (5х — 2) dx -6

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Q: stanx de

A: Given: ∫e5tanxcos2xdx

Q: lve, using the method of variation of parameters: y/" + 4g/ sec 2.x

A: We will first find auxiliary equations and then find complementary solution to it.

Q: (2+Si)• (2 + 7i)

A: Rational Numbers: All the numbers which can be written in the form of pq. Here, p and q are integers…

Q: cos-(0.8352) 36.8° 33.4° 37.9° 34.6° 35.7°

A: Given :

Q: 9. 7 5+ -dx

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Q: solve cosh-bx=tanhtx %3D

A: x is real or complex

Q: aluate. v2

A: Integration: ∫-12(-x2+x+2)dxWe know∫xndx=xn+1n+1

Q: S 36x2+25 - dx

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Q: Vos-x 4 64 – X -dx

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Q: 00 -36z2 Evaluate fe dx 12 16

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Q: 6. sinh(2 – 5i)

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Q: %3D or False: If y=lne, then y'= 1? Explain

A: y=ln(e) => y = 1

Q: 25) (2x2 V9 + 4x3 dx

A: Answer is in below step.

Q: Newton's second law states that force equals mass times acceleration. For a 10-gram weight, force…

A: use the definition of newtons second law to find the missing terms

Q: .3, 2- 2 1. dx =? 4

A: ∫02x2-x342dx = ∫02x2-x616dx

Q: .5 S Ix – 2| dz

A: The given integral is ∫05x-2 dx. The function is given , x-2 can be written as, -x-2 , x≤2x-2, x≥2.…

Q: (2х - 9)4 dx

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Q: Determine all the values that will make the equation true. Express answer in rectangular form. 6z8 +…

A: We will use the basic knowledge of complex numbers and arithmetic to answer this question completely…

Q: | (16 – 2*) dz =

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

Q: 2 15х? -13 dx - 14х За +2

A: We will apply long division to solve integral

Q: S ³+3 dz

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Q: Right tria

A: In the given right angled triangle △JKLwe have, JK = 4 JL = 6 We have to find the measure of ∠J.

Q: lve for x and y

A: Given: The figure of the right - angled triangle,

Q: 3-Yrs sec0.CSCO 4-y= 5+ Cota tan 9 5-4= +tang

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Q: Find all values of y such that the distance between (4, y) and (0, 3) is 5 units. Express numbers as…

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Q: Find p, q if f,º f(x) dx – L f(x)dx = [" 5(x) dx. (Give your answers as whole or exact numbers.) p =

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Q: The base x of the right triangle in the figure increases at a rate of 5 cm/s, while the height…

A: We know that tanθ=opposite sideadjacent side

Q: 8х — 2 dx х3 — х 17.2 7.

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Q: examire Ha Fonchion FX24)=x° -12Xy+g+8 For relahive extrema and sadlle Point

A: For extremum of function of two variables, we find fx , fy , fxx , fyy and fxy . Then put fx= 0 and…

Q: Express (1 + i√3)^6 in the form x + iy.

A: Given query is to rewrite the expression in the form of x+iy .

Q: 23. ** dx 4/5

A: Here ,we have given a definite integral.Now we solve it by using rules of integration. Then we put…

Q: FRAS SER The minimum speed on a highway is 60 miles/hour and the maximum UNIVE SITY Official VERSI…

A: Here we solve the given problem of application of differentiation.

Q: ח יחה tangent. 12. 108° 60°

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Q: Sulve for X olx-4/+5 =27

A: 2|3x-4|+5=27Subtract 52|3x-4|=22divide by 2|3x-4|=11 Now we remove the absolute sign , we frame two…

Q: √√1-25x² dx

A: This question can be solved by the concept of some special integrals.

Q: 15. y = cot" (4x + 9)

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Q: 2) SecO

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

Q: 2. TEノ %3D

A: We are asked  find the critical points.

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: sec 2x tan 2xdx 7. 100+4 sec 2x

A: Since you have posted multiple questions i can do first question as per our company guidelines…

Equations and Inequations

Equations and inequalities describe the relationship between two mathematical expressions.

Linear Functions

A linear function can just be a constant, or it can be the constant multiplied with the variable like x or y. If the variables are of the form, x2, x1/2 or y2 it is not linear. The exponent over the variables should always be 1.