In the diagram below, m/1 = (4x + 2)° and m/2 = (3x + 10)°. 2 For what value of x is line m parallel to line n? X = m n

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

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

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Q: R (5x – 17)° (2x + 10)° Find mZP P.

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Q: 7x + 3y + 4z = 5, and 21x + 9y +12z = 13. %3D Neither

A: Given:7x+3y+4z=521x+9y+12z=13

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: if y= Find dz Iz-1 21-6 Answer:

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Q: 231. y= (2x³ – x? + 6x + 1)°

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Q: 3元 Which point represents (3,)? 12 F 13元 12 D. 112 12 C.

A: Given the point is 3,3π4

Q: (6x· (3x+7)

A: Find the value of x

Q: What is the value of 27 3? a. b. 27 I 113 C. -27 d. 113

A: We have to find the value of x.Note: According to the Bartleby guideline we are suppose to answer…

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: m=-3/5, y-intercept (0,5)

A: Given that m = -3/5 and y-intercept is (0, 5)

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

A: Given,

Q: If F is the point (- 3, 5) and G is the point (0. - 4), then an equation of FG is: a. y = - x + 4 b.…

A: F is the point (-3,5) and G is the point (0,-4)

Q: Find the distance between the two points.   ​(3​,−10​) and ​(27​,0​) The distance is

A:

Q: (A+B)2 = A2 + B2, Find x and y.

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Q: Solve y:4x°x5 if +2x+5. x=l when y=l0

A: Given