In Exercises 59-66, solve each equation. 59. [(3 + 6) + 3] -4 = -54x 60. 23 - [4(5 – 3)°] = -&r 61. 5 – 12x = 8 – 7x - [6 + 3(2 + 5°) + 5x] 62. 2(5x + 58) = 10x + 4(21 + 3.5 – 11) 63. 0.7x + 0.4(20) = 0.5(x + 20) %3D 64. 0.5(x + 2) = 0.1 + 3(0.1x + 0.3) 65. 4x + 13 – {2x - [4(x – 3) – 5]} = 2(x – 6) %3D 66. -2{7 – [4 – 2(1 – x) + 3|} = 10 – 14x – 2(x – 3)]

Q: (4ху? — 1)x2 + у(2x4 + у)у' %3D5; у(1) — 1

A:

Q: A. 5. 13 2.

A: sets are given with values,we have to find nAC∩BC

Q: 48) In the diagram, DC bisects /BDA. Find MZADC. C (7x- 19)° (9x-37)° 19) AM bisects &WAE.Solve for…

A: We will find the given angle.

Q: Cout. quadratic formula: decimals 7x²+ 4x - 23D0 A=7 B-4 C=-2 Cニ-2

A:

Q: 2)(34tbX4a-36) 3 -4b) 3) (4at36)(3a 121

A: It is required to multiply and simplify the given equations.

Q: 4. Find all solutions in the complex numbers to the following equations. (a) z5 = z. (b) 24 = iz².

A:

Q: 20) -0.6 Equation:

A: given,

Q: Let= A+ iB. Calculate 1) the real and imaginary parts of (2-B)(A/C), real , imag =

A:

Q: Find a particuler Solutien to to e2t y'! 4y' +4y =

A: We have to solve given problem:

Q: 8. What is the sum of the complex roots of the equation x 4+4x^3-x-4=0 ? A. 12√3 C. -6 R₁ -1

A: We have to find the sum of complex roots

Q: 1. Simplify and express your answer in rectangular form (-21-7) 20. Use De Moivre's Theorem. (

A:

Q: A bicycle wheel rotates 98 times in 1 minute. Through how many DEGREES does a point on the tip of…

A:

Q: 2 X² +4X-9 = 0 Solution Set {} 3

A:

Q: Find the quotient. Explain how you determined your quotient. m8-1 m-1

A:

Q: 15 Solve For O6O+2M

A:

Q: 13. The population, P, of a town, is modelled by the equation P = 6x + 7x+ 750, where x is the…

A: