Question 16 Solve for x N 12 K 5 10 Question 17 M

Q: 7. Solve for x. G 50 K (12x - 25) 96

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Q: Solve for x.

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Q: 15. Solve for x. 16 15

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Q: 2. Solve for n. C(n. 4) - 210

A: The definition of combination is Cp,q=p!q!(p-q)!. The definition of factorial is…

Q: 6. 39 30

A:

Q: Solve for X

A: Given Matrix equation is:           5-49-7X+4555=-3528X

Q: 39 B 61 mZA = mZB = 147 m2C = D. mZD = 3.

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Q: Solve for x. 6. 7. a. 4 b. 5 C. 6 d. 7

A: Use the intersecting secant theorem to find the value of x .

Q: 3 2 Find the value of x if 1 = 10. O 2

A: To find the value of x for the below equation. 321x=10

Q: 2.5 4

A: Here I am attaching image so that you understand each and every step.

Q: Solve for x. 3x 2x + 4 24 27

A: The given diagram is,

Q: Solve for x. 10 12 13 24 3号 3.

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Q: 13 12 8- SOLVE FOR W.

A: Given data: The perpendicular is l=12. The hypotenuse is h=13.

Q: Solve the following problems. Jan 15 1.The area of a square is 25xª square units. Write an…

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Q: X+ 12 x +5 R 11

A: We can find 'x' as below.

Q: Solve for x. 2 olve for x. 15

A: Problem 1 Formula to be used AB×AC=AD×AE

Q: 6. Solve for x. 64 =2 Jogx 49

A: Our Aim is to solve the logarithmic equation given below:-logx6449=2 -(i)

Q: Solve for x. * 11 12.2 O 4.8 22.6 5.4

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Q: 4. Find the value of x. 5x - 8 2x + 13

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Q: Solve for x. A C (2x + 5)° 0 Ox=87.5 O x = 42.5 B

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Q: 20. Solve for x. 27 x + 10 18

A: Intercept theorem states that if a line segment divides two or more parallel lines into equal parts,…

Q: 11. Solve for x. 8 42

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Q: A.12 B.15 C.11 D.8

A: Product of chord segment in a circle are equal. So 15x=180

Q: 6. Solve for the length of RS. 2.x 12 2.x-9 ww. ww. T 15

A: RS = 2x-12  ST = 2x-9  RT = 15

Q: Solve for x. 14 O 12.25 O 15 O 16 O 784

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Q: 3. Solve for x. 5 10 2 X CLindsey Bonden, 2017

A: The chord segments theorem states that when two chords cross inside a circle, the product of…

Q: If 85x + 9 = 46, solve for x. X =

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Q: 200 If 50, solve for t. 1 + 5e-0.5t t =

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Q: 6. Solve for x. 135 L. (15x- 23)" 91 M

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Q: Solve for x. X X -32 = -20

A: |xx−32|=−20

Q: 6. Solve for x.

A: Let us define the perpendicular length (that is the height of triangle) as h. Applying Pythagoras…

Q: 13. Solve for x. 13 (5x + 7) H.

A: Given, ∠DHE=134∘ now find x  we know, ∠EDH=∠DEH=θ from ∆DEH 134∘+θ+θ=180∘2θ=46θ=23∘