Approximate m/Y. X 18 m Y 24 m 42° Z

Q: 80 mm 59 mm 45 29 mm 150 17 mm R 92 mm 27 mm 57 mm 22 mm

A: Draw a schematic diagram of given figure,

Q: Find the value of x if ZW N and ZZ ZM. 20 75° N, 5х-10 The value of x is

A: We have to find the value of x from the given triangle.

Q: 16. m SVT 10x – 3° \60° -1 + 6x° W U 8x + 8° 17+ 7x° V

A:

Q: a °C ® b b = 11,350 m, B = 67.72°

A: in right angle tringle :sin θ = oppositehypotenusesin 67.72° = bcc = 11,3500.93 c = 12,265.73 m

Q: ←H→>>> ← D Find the height (H)in metres to 3 s.f. 0° = 30.4° D = 27.8m O

A: On solving this we will get

Q: 3x + 20 H 63° F S E 169⁰

A: By the Intersecting secant angle theorem in the given diagram: m∠G=12mSE⏜-mFH⏜

Q: - Fill in the blank; solve for the value of y. y=. D 440 (7y+6)° 116° E

A:

Q: W to X 100° 130⁰ Y 66° Z

A:

Q: 11 Find the value of each variable. 2. 10 45° y

A: We know that cosθ=Adjacent sideHypotenusecos(45)=10y12=10yy=102y=14.14

Q: fnd the snh. Jnt. 6x+3 da

A: Find the integration

Q: f m

A: on solving this we get the

Q: W to X 100° 130⁰ Y 66° Z

A:

Q: 120° B E m/B= m/C= m/D= m/E=

A:

Q: Round to thế V 4.1 U 43° W

A:

Q: P- R. 730 z° 68° 83° V X = 649 y = W

A: