Geometry (Problems 4.) Flashcards
Find the x value in the triangle below.
x = 12
Find the x value in the triangle below.
x = 8
Find the length of the unknown side.
hypotenuse = 7√2
Solve for the missing sides of the triangle.
x = 18
y = 6√3
What is the Sin, Cos, and tan of the angle below.
sin = 24/25
cos = 7/25
tan = 24/7
Find the missing sides of the triangle
Round your answer to the nearest hundredth.
x = 1.71
y = 4.70
Find the missing angle of the triangle
Round your answer to the nearest hundredth.
62.73°
Find the missing angle “R”.
angle “R” = 67.15°
Find the missing side “AC”
side “AC” = 9.23
Find the missing side “AC”
side “AC” = 17.68
Find the missing angles
angle “A” = 65.28°
angle “B” = 87.71°
angle “C” = 27.01°
In the figure below, line (AD) and line (BE) are diameters of circle P.
What is the Arc Measure of (CAD) in degrees?
296°
What is the length of the curve “ABC”
8π
what is the central angle of the arc in degrees?
60°
Convert the angle Ø = (29π/15) radians to degrees.
348°
Convert the angle Ø = 310° to radians.
31π/18 Radians
What is the length of arc “S”
arc “S” = 24 units
What is the arc measure?
5/2 Radians
What is the area of the Sector?
45π/4
If angle “ADC” measures 62º, what does angle “ABC” measure?
angle “ABC” = 124°
What is the measure of Angle “A” ?
Angle “A” = 53°
What is the measure of Angle “D”
Angle “D” = 135°
What is the length of Line “OC” ?
Line “OC” = 3 Units
What is the length on Line “AC”
Line “AC” = 6 Units
What is the perimeter of Triangle “ABC” ?
Triangle “ABC” = 60 Units
The equation of a Circle is given below
What is the Center and Radius?
Center = (0 , 4)
Radius = 8 Units
A Circle has a radius of √131 and is centered at (0, -4.3)
write the equation of the circle.
The equation of a Circle is given below
What is the Center and Radius?
Center = (-7 , 5)
Radius = 3 Units
