E D 200 3.6 3.6 A 118° 3.8 3.8 30° B C

Q: 29. this approach? 10° 1983 ft Not drawn to scale

A:

Q: B a A b a = 15.73 m, A = 15.75°

A: Given data is: a=15.73 m  and ∠A=15.75°

Q: 1. 130° X 2. 70° y 40° 3. 104° 588 a 63°

A:

Q: 3. Find the m/C. Round to the nearest hundredt B A 12 C 40° 18 a

A: Given :side a=18side c=12m∠A=40°

Q: C 32⁰ B MathBits.com O. E X A D 54°

A:

Q: 6 5. 4. 7 38 8. 6. 2.

A: I am going to solve the given problem by using some simple calculus to get the required result.

Q: Find the value of x. 67 63 x° 32° B A Answer: x= units

A: Given that  AC =63 BC =67 and angle A =32 We have to find the value of  x

Q: Find the measure of ZABE. В 65° 37° Oa 51° Ob 100° O c 65° 129°

A:

Q: 2.500 km 15.7° 4. Find h. Show work please

A:

Q: GH 135° G (종

A: To find - measure of arc GH

Q: What is the value of h in the figure? 3 45° a 2 2 3 3/2

A:

Q: C 3.9 30° 4. 4. 100 3.9

A: Sum of all 4 internal angles will be equal to 390 So,  So angle A + angle B+ angle C + angle D=360

Q: 60° 12

A:

Q: AG = 85 BF = 120° Find DE. G G F 0 E

A: Given that , AG⏜=85° , BF⏜=120° find DE⏜=?

Q: Find mPQ. OA. 47.124 OB. 28.274 C. 282.743 D. 169.646 135° A 12 hp

A:

Q: E H. EOH = 90° (EF I GH) %3D

A: Basic concept of perpendicularity is required.

Q: Refer to the figure below. m/A= 106% A 39°

A: We know that sum of angles of a triangle is 180°.

Q: Find m/N. 160° mZN= ||

A: Angle subtended by major arc on diamter is 180 degree.

Q: 27° 5.

A: Given triangle is

Q: Find the value for x

A:

Q: 120° B E m/B= m/C= m/D= m/E=

A:

Q: A 60° 70° a 2cm It 50° 60° 5 cm

A: Solve the triangle

Q: 3 60°

A: The given figure is as follows -  We have to find the  values of x and y.

Q: 89.2 1 48.5°

A:

Q: 3. 67 98 46 40°

A: Let's find.

Q: Find x. 11 17° 1.8 37.6 3.2 3.6

A: Use sin trigonometric ratio

Q: The minute hand of a clock is 5 inches long and moves from 12 to 7 o'clock. How far does the tip of…

A:

Q: 60° ¬ 60° 12

A:

Q: m/CAB = m/ABC = m/DCA = U 107⁰ 152° A

A: The given angles are m∠CAF=152° , m∠BCA=107°

Q: E X BOO 60° с

A:

Q: bö63 89° a=51 350 56

A: To find the value of sin Aa, substitute A with 35° and a with 51 to get sin 35°51. sin Aa=sin 35°51