Solve the following: aDx aDy aDz Əx Əx Əx if D %3D 2хya, + x?а, + ху?а,

Q: Solve. ET + 16y-2y² - 32 = 0

A: We have given an equation  y3+16y-2y2-32=0 yy2+16-2y2+16=0 y2+16y-2=0 y2+16=0 or y-2=0 y2=-16 or y=2…

Q: Find all real solutions of the equation (x – 6)² = 25. with x1 < x2 and x2 Enter an integer or…

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Q: 4) Which setup should be used to solve for y? * 57° 15 Cos 57 = %3D sin 57 = %3D 15 15

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Q: Solve V 3y+1 = 7

A: Here we have given one function 3y+1=7 and we have to solve the given function

Q: 2x -+4 da. a3 + 4r

A: Given that: The integral ∫2x2 -x + 4x3 + 4x dx .

Q: 30%

A: From the given figure

Q: Rewrite y in the more convenient form, y = + C.

A:

Q: Let A be a 7 x 5 matrix with a 5-dimensional column space. Determine

A: A is a 7×5 matrix with a 5-dimensional column space.

Q: Solve for x and y.

A: Two matrix is subtracted.  Lets take left hand side  xy-yx-yxx-ysubract the corresponding elements…

Q: X = y + % y = 0.000396707 – 0.24576 x2 22 = 0.00029753 - 0.12288 x²

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Q: K 4y + 21 L x+ 87 6y + 9 2x + 103 M

A: First I have written a theorem , just use that theorem and easily find the required solution. x=0,…

Q: Find da. (2.イ)き.(2x3)年 (2X+3) (xャイメー3) %3D

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Q: xdx Vx4+1

A: We have to evaluate  ∫x dxx4+1. We know,  ∫dxx2+1 = lnx+x2+1 + C   or,   sinh-1x + C

Q: -5 4x If possible, write -5 - 4x - 2x² as a linear combination of 2 - x + x²,-2-x² and x - 5 2x².…

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Q: Questlon fx)=-3x +5 7. y%3Dx

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Q: b. Solve y = x² + 1 and 2y = 3x+ 4

A: Solve by eqn

Q: dx =? xVx? +x+2

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Q: If mAD = (19xr- 49) and mCD = (5x + 37)', find mCD. %3D D

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Q: (ex-y+2=-/ -32=79 dy+52=25

A: We are asked to solve the system of equations

Q: L'im 2x - 3

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Q: 10) Simplify. O yi

A: We have to simplify y520.

Q: 2) Solve for x and y. 45° 13V2

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Q: Practice: Find the measure of each missing angle (diagrams not drawn to scale). y 45 y = 55 55 A B

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Q: If y=3 then -y2=

A: Given Here the objective is to find the value of M

Q: 7x + 2y = 24 8x + 2y = 30

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Q: olve for y. -9y - 5 + 6y = 19 |

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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.