equation 2x2 +10x+2=0are • -10±y84 4 ● 10士V92 4 • -10±v88 4 None of these

Q: 7. y - y = 16

A: The objective is to find the general solution .

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Q: Exercises To Solve [No.5] dx OS (x-1) √X²2X-3 dx 3-2x-x²

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A: I am attaching image so that you understand each and every step.

Q: -2 4– x² dx -2

A: To find the value of given definite integral.

Q: .3 y = 2x + 5x from the point (-2,-26) to the point (4,148), you'd have to compute | f(x)dx

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Q: 3 + 2/5x-3 dx. Find 4x+1 - Vez

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Q: ху + (1 + х) у %3D ех ex

A: Answer and explanation is given below

Q: 5 -x° + 2x 3 dx .2 x +4

A: Consider ∫x5-x3+2xx2+4dx = ∫x5+4x3-5x3+2xx2+4dx= ∫x5+4x3-5x3-20x+2x+20xx2+4dx=…

Q: 1 + cosh 2x 9. cosh² x 2

A: To prove the identity

Q: Solve 5cosh(x)+1=2sinh(x).

A:

Q: If Ex; 20, Ex = 200 and n = 10 for an %3D %3D %3D observed variable x, then what is the coefficient…

A: Given∑xi=20∑xi2=200n=10

Q: 10. 4x+9 x² - 4x+20 2 -dx

A:

Q: Find 1 SC + sec²6x + 9)dx: e3x None -3x tanbx + 9 x + c 6 -3 -3x tan3x + 9 x + c 6 -3 e-3x tanbx +9…

A: We can solve the given integral .

Q: Evaluate | x + 2x + 3 xp- Vx* +x +1 -dx

A:

Q: 4) sinh 2xdx

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Q: x² - 2x x3 3x² - - dx -In 1x³ 3x² 1 + C Option 1 Option 3 - -In 1x³ 3x² 1 + C In 1x³ 3x²1+ C Option…

A: SOLUTION-

Q: 11-x 1 S S S dydzdx 00 x+Z 2.

A:

Q: 5 ,2 X |x² + x – 6| dx -5

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Q: 5x5 – 6xª + 2x³ – 29x² – 12x + 20 dx - - x²(x2 – 1)(x² + 4)

A:

Q: •0.6 x² -dx V9 – 25x2 0,

A: …

Q: solve for x.ex = 1

A: Consider the equation ex=1.   ex=1x=1e

Q: /2 4) sinh 2xdx

A: Note: We’ll answer the first question since the exact one wasn’t specified. Please submit a new…

Q: 2 1. x(-x² + 1) dx 16 dx 4x2 2. 3. dx x3/7 -V4x dx 4. 5. . (-2x! – x295) dx

A: According to the guidelines issued by the company We are supposed to answer only first three…

Q: Exercises To Solve [No.5] 2 dx 05² зах (2) x²+2x+5 9x²-6x+5 -11

A: Solution is here

Q: x4 – 4x3 + 8x² – 13x + 13 dx - - (x – 1)(x2 + 4)

A:

Q: secant

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Q: 1. Solve: 2 dy (2y + 3) dx 4x + 5,

A: The answer of the differential equation is, 2/(2y+3) = 1/(4x+5) + c, where c is an arbitrary…

Q: Solve equation for x  2cosx+1=secx

A: Here, the given equation is 2cosx+1=secx Put secx as 1cosx gives, 2cosx+1=1cosx2cos2x+cosx=1

Q: (x2 - 4x + 4)4/3 dx -

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Q: 5x - 3 √(x+ - 4x³ + 14x² - 20x + 25) - - dx

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Q: Evaluate the integrals

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Q: 11. 2 - 2x + 6 dx - 12. 5х1/4 13x3/4 dr -

A:

Q: 11-x 1 || | dydzdx 0 0 x+z

A: the given triple integral is: we have to evaluate the given triple integral.

Q: Evaluate 2x-4 (x-3)(x-1)(x+3) -dx

A:

Q: Solve for x if Arctan ( 1 – x ) + Arctan ( 1 + x ) = Arctan ( 1/8 ).

A: Given: arctan(1-x)+arctan(1+x)=arctan(18) We have to solve for x

Q: Integrate x/x+2

A: Using Substitution.

Q: solve lox t lox- =011 0.1

A:

Q: H-W. Min 2=20X メー+2-メ Ya 3 Const.

A: Given: MinZ=20x1+10x2x1+2x2≤403x1+x2≥304x1+3x2≥60

Q: solve: ∫(x2-2x+1)/(x2-2x-3)5/2 dx

A: NOTE: Refresh your page if you can't see any equations. . ..................(1)

Q: 3. dx Vx (2+3/2)5 3 3 dx = Vx (2+3,/x)5 Vx (2+3x)5 X,

A:

Q: Solve: 2 CSC X S V1- 1+csc x

A: We first use the Pythagorean identity csc2x= 1+cot2x

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Q: Solve in series x2 + 4x+ (x + 2)y 0. %3D

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Q: 10x-25 -dx x²–3x-4

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Q: 413 xdx X csc 2. (sec2/3 xcsc4/3

A:

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.