10. Find mZEFG. 9. Find MZHJK. (15x- 17)°7 (6x - 3)° <> K (5x + 5)° D (12x + 10)°

Q: (3x + 8) (4x + 4)°

A:

Q: 8. Find m2C. 7. Solve for x: B (9x- 2)° (3x- 2)° (14x-19)° (19x- 3)°. A (9x +7)°

A:

Q: ZA and ZB are supplementary. If mZA = (8x+100)° and m B=(2x+50)°, find m/A and m/B.

A:

Q: (8x – 3) (16х - 33)"

A:

Q: 2ax - y = 3x + 4y for x

A: Simplification

Q: y (8x² + 11x-4) 1¹0

A:

Q: (x+8)2=7

A: Given: (x+8)2=7

Q: c2 Find (4x + 3y)°dædy

A:

Q: Determine the surface area of the geometric figure: 3.2 ft 3 ft 2.4ft 3.2 ft 6 ft

A: Find the area of geometry figure

Q: What is the area of the triangular region created by the coordinates below in square units? (0, 9).…

A:

Q: [12x-3y = -21 %3D y = 4x+7 %3D

A:

Q: -(8х — 1)° (4х + 7)°

A:

Q: Which value(s) of x satisfies the equation Vx? -4x –5 = 2x – 10 {3, 5, 7} {5} {5, 7} O {7}

A: Given an equation x2-4x-5=2x-10 To find the values of x that satisfy the equation

Q: А (2х+ 1)° B X= (3х-7)°

A: Length of tangent lines drawn from external point of a circle are equal.

Q: (6x· (3x+7)

A: Find the value of x

Q: Find the point 2/3 of the way from (−6, 6, 5) to (−8, −8, −5). P=(??,?)

A: Here we have to find the point 2/3 of the way from (-6,6,5) to (-8,-8,-5).

Q: Find 2A + 3B. 9 3 A = 6 4 - 1 8 B = |- 6 2A + ЗВ %3D

A:

Q: Write -8xy + y² + x² in decreasing powers of x.

A: Given expression -8xy+y2+x2. The objective is to write the expression in decreasing powers of x.

Q: What are the values for y when x is 2,4, and 6? y=3x + 6

A: What are the values for y when x is 2,4, and 6? y=3x + 6

Q: x1 + 3x2 = 3 x1 + 4x2 + x3 = 0 2x1 +4x2 – 2x3 = 8

A: Using matrix augmented form,

Q: (2x +1)° (5x +5)°

A: Solution: The objective is to find the value of x

Q: Factor: -81 (z +3)*(: –3)² O B. (: +9)(-9) OC. (:-3) O D. (=² +9)(:-3)(=+ OA. В. O E. Nonfactorable

A: Solution

Q: (2x-2)° (x+5)°

A:

Q: Find MZDCE. D. (9x – 31)* (7x – 2)°/ C E (4X + 33)°

A: Given,

Q: 5. Find m < WVU. T. (9x- 19)° (7x+3)° 111 128 (5x + 8)° W

A: Given query is to find the measure of angle WVU.