Exercises 43–52: Complete the following. (a) Solve the equation symbolically. (b) Classify the equation as a contradiction, an identity, or a conditional equation. 43. 5x - 1 = 5x + 4 44. 7- 9: = 2(3 – 42) – z 45. 3(x - 1) = 5 46. 22 = -2(2x + 1.4) 47. 0.5(x – 2) + 5 = 0.5x + 4 48. 눈x-2(x-1)3-x + 2 2x + 1 2x 49. 50. x – 1.5 2- 3r - 1.5 51. -6 52. 0.5 (3x - 1) + 0.5x = 2x – 0.5

Q: Use the Gauss-Jordan technique to solve 3x1 – 0.1x2 – 0.2x3 = 7.85 0.1x1 + 7x2 – 0.3x3 = -19.3 0.3x1…

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Q: Find the singular values of -2 31 -B1 -1 -4 A =

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Q: A Find all SalutioNs to the EQuatioN X²+15=8x %3D B What is the value of x in the Right thiangle? 12

A: A. To find the solutions of the equation x2+15=8x, first we need to isolate 0 on one side of the…

Q: Enter the number that belongs in the green box as you solve for y. [(y)/(5)+7]=[3],[-7-[?]]

A: Let us solve above problem

Q: -2x x+3 = 1 x2–1 1. Solve x-1

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Q: What is an inconsistent equation? Give an example.

A: Inconsistent equation:            If a system has no solution, it is said to be inconsistent

Q: 10. Solve: 71+(-81)+35-(-18)-10 = %3D

A: Apply the BODMAS rule to simplify the given expression: 71 +(-81)+35-(-18)-10

Q: Solve the Equation: x²-12x+39=0 1. (-5, 4) ○ 2. (-7,8} O 3. (8,-4) ○ 4. (6, -5}

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Q: Exercises 105-120: Complete the following. (a) Write the equation as ax² + bx + e = 0 with a > 0.…

A: Quadratic polynomials are given , we have to find its root Note: we have answered 3 parts only,…

Q: 6) Show that 2 + j is a solution to the equation - 5x? + 9x - 5 = 0 by showing that equality holds…

A: Cubic equation

Q: solve the equation 3/x+1-1/2=1/3x+3

A: give equation: 3x+1-12=13x+3 Simplify the above equation…

Q: Solve: 5(х — 2) + 2х — 4(х + 3) + 8

A: Given,  The equation  5x-2+2x = 4x+3+8  We have to solve it

Q: 3. a) Solve (7 + 4x) = (5x - 2) + 2                        2                3   b) (3P)1/2 + M = N…

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Q: 63x – 9 – 10 = -3

A: Solve Equation