Solve |x – 3|2 - 4 |x – 3| = 12

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A: In this question , we can solve for 'h' .

Q: 1. Solve the following. a) x = y = b) x = c) x = y=. Зх - 5 67° 5x - 15 127°

A: When two lines are intersecting opposite angles are the non adjacent angles. And angle between a…

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Q: 1. Solve the difference x²-2x-8 < 0.

A: Solution of the difference equation

Q: 3. Solve for x. r+3 4

A: Using intersecting chord theorem:-

Q: Solve for q: 1 = r

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Q: given that g(x)=3x^2 +5x+10 and its asking to solve with g(p+3).

A: First we write the given function and then we put the value (x+3) in place of x.

Q: x"" (t)- 3x"(t) − 4x' (t) + 12x(t) = 12e-t; x(0) = 4, x'(0) = 2, x'(0) = 18

A: The solution is given as

Q: Solve the equation [15]16 X+ [5]16 = [6]16 X+ [12]16 for XE Z 16. Write your answer as X= [X]16…

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Q: 13.5 9 x + 4 4

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Q: Pls help

A: Solve for x.

Q: 1. Solve the following: a) x? – 8x + 12 = 0 b) x? – 3x = 0 c) x? – 3x = 10

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Q: 8. Solve the equations for the given unknown and check for extraneous solutions 2) 2 x-2 4 X-1 x-1

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Q: Solve the following equality for x: e2x - ex - 6 = 0.

A:

Q: x^2-1

A: Equate the equation to 0 first ie x^2-1=0 now move 1 to the RHS and apply square root on boths sides…

Q: Solve for X E R³ the equation AX ВХ.

A: Solving for X.

Q: 3x + 3 Solve R(x) s 0, where R(x) 2r + 4"

A: Given: 3x+32x+4≤0 For finding solution of given inequality, we simplify it

Q: Find all x ∈ R that solve this equation: 123 = x · (2x · (3x − 3) − 2) + 100 + 20 + 3

A: Using quadratic equation,

Q: Solve it correctly Q)x^4 + x^2 +1=0

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Q: х- 2 12. Solve for x given that EX. 2 а. -2 b. 1 С. 2 d. -1

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Q: Solve the following equation for x. Express your answer in the s 6x + 2 (-5x + 2) 1 (-4x – 8) -6x…

A: We will see the answer in next step

Q: Solve the equation for exact solutions over the interval [0, 2n). cscx - 4 csc x 0 . %3D 3m 3t n 5m…

A: The given equation is csc5x-4cscx=0

Q: ax + b Solve for x: x =

A: To solve for the value of the variable in algebraic equation , we can add , subtract , multiply and…

Q: Vx + 4 = x - 2

A: Given equation: x+4=x-2

Q: 3. Find all solutions: 2cos ( 2x -) +3 = 4 in the interval [0,2)

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Q: x+3 3 %3D x-4

A: To solve the following equation for all real values of x x+3x=3x-4

Q: Algebraically solve for x: 3 = (})* Зх+1 5 (В) х- 12 5 (A) (C) (D) x: 12 O A В

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Q: Given f(x) = x? -3 and g(x) = x-1. Solve for x if (gof)(x) =g(3)-f(2x)-12.

A: In this question we have to find the value of x.

Q: Solve the equation [6]13 X + [12] 13 = [8]13 X + [1]13 for XE Z13. Write your answer as X = [X]13…

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Q: c. (x° +1)* + 2(x* +1)** 1/2 -1/2

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Q: 10) Solve the following equation for x. Use any method of your choosing 3x2-2x-5 = 0

A:

Q: X-1 Solve for x: x+3

A: Given: x-1x+3&gt;0

Q: solve the following equation for x 3/x+4 = 4/3x-3

A: solve the following equation for x 3/(x+4 )= 4/(3x-3)

Q: Solve for X and label Solutions. x-1+5=x-4 extrancaus any

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Q: II. Solve for X 2 a) X +3 b) 7 4 -3 2 0 -21 3 12 -2 4 0 12 -10

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Q: 5. Solve for x. 10r+44 &r- 23

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Q: -3 3- Given A= 귀and B= 1 11. Solve 2X+A=B for X.

A: We have to solve for X.

Q: 1. Solve the following: a) x² – 9x = 0 b) x2 + 4x – 21 = 0 c) x? – 25 = 0 %3|

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Q: 13. Solve for x: √√x - √√₁-x=1-√x. A. -16/25 & 0 B. 25/16 & 0 C. -25/16 & 0 D. 16/25 & 0

A:

Q: Can you please answer this question and show the steps

A: Given:

Q: II. Solve for the indicated variable. x2 5x+7 2 X-1 + 4 a. for x 2-x 4 3

A:

Q: 1. Solve the following: d) x2 – 28 = 3x e) 5x2 = 35 f) 24x? 36x

A:

Q: 2 Solve for x: 3 3 x2-16 x2+x-20 x2+9x+20 a. x= -34 b. x = -17 C. x= 6.5 no solution C. d.

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Q: approximate with accuracy 10^3 to the solution of x³+x-4 = 0, lying in the interval [1,4].

A:

Q: Find the values of x that satisfy the following equations: 3x+ 1 x- 1

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Q: ax + bx +c bx-c x+3 x+9 After solving for x, you get x=1;x=0;x=-9;x-3 Which of these are extraneous…

A: The equation                    4=ax2+bx+cx+3+bx-cx+9 After solving for x, we get x = 1, x = 0, x =…

Q: 13) Solve the equation for x: (x – 3)? = 16

A: Given equation is (x-3)2=16

Q: 3. 2y" + у' %3 А. 3 В. Зx2 С. Зх D. x?

A:

Q: Q1. Solve the following: (i) 4 – x< 13 (ii) 2(x – 6) + 3x < 8 X X (iii) z*3 ||

A: Ans. 1 4 - x ≥ 13substracting both side 44 - x -4 ≥ 13 -4- x ≥ 9multiplay both side -ve , we getx ≤…

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.