MORE PRACTICE: CircumcentEr & INCEnter irections: If W is the circumcenter of AQRS, find each measure. 1. RS 8 2. TO 6 19 32 T 3. WS 24 4. QV 21 24 5. TW 6. WV 21 2A0:219:39 R&

Q: -8+2t 4

A: Question is based on linear equations solving.

Q: (-5-20-100 to

A:

Q: 23x-2=16

A:

Q: 7 + 9

A: 7+9=

Q: Simplify

A: we have to simplify,  -y3/2y-1/33

Q: 103= 10%3D 2.

A: 102  = 100

Q: 1x-3=23

A: Given 1x - 3 = 23

Q: -5 • -1/7 • 4/8

A: Refer to the we have to find the product of the -5 • -1/7 • 4/8

Q: 1+2x=77

A:

Q: 2x-10=10

A: The given Equation is  2x -10 = 10

Q: 2--17+п

A:

Q: 5÷-90

A: Perform the division

Q: 2. 1/4 4.

A: We will use basic arithmetic operation to solve

Q: -23+3k>-5

A: Given that  -23+3k>-5 To solve the above expression.

Q: -18-3s=15

A: Given -18-3s=15

Q: 15+c=-12

A:

Q: 6. x - 4y = 16 y 2

A:

Q: then A-¹ 1 A 8 6 -2 0 -7 0 1 9 "

A:

Q: -8=-4+v

A: The given equation is,

Q: p dx. -3x (h)

A:

Q: 5x - 6 = 14

A:

Q: Evaluate 4a + b - 12 when a = - 1 and b = 2.5

A: See the solution below:

Q: 4x-3=8

A:

Q: 2 plus 2

A:

Q: Зх3 — 2х2 —6х + 4

A: a. Factorization, 3x3-2x2-6x+4=3x3-2x2-6x-4=x23x-2-23x-2=x2-23x-2

Q: V-3•V-6 -3 V2

A:

Q: 25=2x-3

A: solving for x 25=2x-3

Q: 8a+5=45-a

A:

Q: (m-3)5

A: Consider  m−35