Geometry (Problems 3.) Flashcards
Find the x value in the triangle below.
x = √89
Find the x value in the triangle below.
x = 6
Find the length of the unknown sides.
x = 12
Solve for the missing sides of the triangle.
x = 6√3
y = 9
What is the Sin, Cos, and tan of the angle below.
Sin = 3/5
Cos = 4/5
Tan = 3/4
Find the missing sides of the triangle
Round your answer to the nearest hundredth.
x = 2.26
y = 3.76
Find the missing angle of the triangle
Round your answer to the nearest hundredth.
51.06°
Find the missing angle “B”.
angle “B” = 60.76°
Find the missing side “BC”
side “BC” = 16.96
Find the missing angles
angle “A” = 51.65°
angle “B” = 34.77°
angle “C” = 93.58°
Find the missing side “BC”
side “BC” = 14.41
What is the Arc Measure of (YZ) in degrees?
59°
In the figure below, angle (APB) ≈ angle (BPC). The length of line (PB) is 4 units.
What is the length of curve (BC)?
(104/45)π
or
7.26
what is the central angle of the arc in degrees?
72°
Convert the angle Ø = (17π/18) radians to degrees.
170°
Convert the angle Ø = 100° to radians.
5π/9 Radians
What is the exact length of Curve (CD)?
35π/18
What is the arc measure of Ø in radians?
7π/6
What is the area of the Circle?
9π
If angle “ABC” measures 124º, what does angle “ADC” measure?
angle “ADC” = 62°
The measure of arc length “ZY” = 104°
What is the measure of Angle “OZY”
What is the length of Line “OC” ?
Line “OC” = 16 Units
What is the measure of Angle “R”?
Angle “R” = 106°
What is the perimeter of Quadrilateral “ABCD” ?
Quadrilateral “ABCD” = 50.6 Units
The equation of a Circle is given below
What is the Center and Radius?
Center = (0.5 , 3.5)
Radius = 4 Units
Write and equation for the circle below
The equation of a Circle is given below
What is the Center and Radius?
Center = (5 , 8)
Radius = 6 Units
