Find the value of each variable and the measure of each angle. (x+11) (3x-21)° (6y-x-11)° %3D y= Find the measure of each angle MZBMQ = MZBMD = MZDME = MZEMQ =

Q: Find the distance from point (3, -9, 8) to x = -7. Answer:

A: topic- distance distance of point (3,-9,8)  to x=-7 is 10

Q: Find the length of the bolded arc. * 8 mm 232

A: As per Bartleby guidelines for more than one question asked only one is to be answered please upload…

Q: Solve for the value of w. (8w-7)) (7w+8)°

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Q: Three receiving stations at (10, 13), (6, 8), and (14, 11) record distances to an earthquake of 2…

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Q: Find MLABD. (9х - 22) (6х - 7) D.

A: Given that:

Q: Directions: Write an equation pas: PERPENDICULAR to the given equo 9. (3, -3); y =-x+5 4

A:

Q: Number of People Killed 400 350 300 250 200 150 100 50 0 -50 -100 -150 1 2 5 6 9 10 Magnitude of…

A: Given a scatter plot, we have to write which colored line best represents this equation.

Q: Find the rectangular coordinate of r -6rsin0.

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Q: braph y=ex on the axes. Domain: Range:

A: Follow next step

Q: Find the measure of each acute angle. (6x + 7)° (11x- 2) 21 (11z - 2) = and (6z + 7)* =

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Q: 7 45° y.

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Q: 10. Given: X is the midpoint of AG and NR Prove: AANX = AGRX 1. X is the midpt. of AG & NR 2. NX =…

A: Consider the figure

Q: For u= (7. - 4) and v = (- 1, - 5). find the component form and the magnitude of u + v. u+v = OD…

A: u=7-4,   v=-1-5 . u+v=7-4+-1-5 u+v=7+-1-4+-5 u+v=6-9

Q: Name the point with coordinate 2.

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Q: Find mZB and m2C. В C (10х — 19)° (7x + 23)° A D

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Q: Find the value of x and y in each figure

A: Given that: A right triangle with one angle = 60° and side = 20 as shown:

Q: ZLMN and ZPQR are complementary angles. MZLMN = (4x- 2)° %3D MZPQR = (9x + 1)°. Find x.

A:

Q: AJOY is shown below. If mZJ = (8x + 32)° and mZY = (7 + 37)°, find Y m2O. mzO =

A: Given,  m∠J =(8n+32)°  m∠Y = (7n+37)°∵ In a triangle, the sum of allthree angles = 180°

Q: Find mZ1 in circle O. mAB = 42x, and 6x2. %3D mCD = %3D

A: Clearly we can see that chord BD is bisected by the radius OC. Hence,  mBC = mCD  mBC  =  (6x2)°…