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Trigonometry #3. Radian Measures. Converting Degrees to Radians. Angle measure In degrees. Converting Degrees to Radians. Convert 60° to radians. Convert the following degree measures to radians. 45° 90° 225° 315° -60° 450°. Convert the following degree measures to radians. 45° 90°
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Trigonometry #3 Radian Measures
Converting Degrees to Radians Angle measure In degrees
Converting Degrees to Radians • Convert 60° to radians.
Convert the following degree measures to radians. • 45° • 90° • 225° • 315° • -60° • 450°
Convert the following degree measures to radians. • 45° • 90° • 225° • 315° • -60° • 450°
Convert to Degrees and Minutes • 2 • 1.74 • .3417 • 5.01095
Convert to Degrees and Minutes • 2 • 1.74 • .3417 • 5.01095
Convert to Radians • 42°30’ • 139°10’ • 64.29° • 56°25’ • 47.6925°
Convert to Radians • 42°30’ • 139°10’ • 64.29° • 56°25’ • 47.6925°
TEAMS p. 107 #’s…6,8,14,22,34,40,46
Arc Length • Find the arc length for a circle with radius 6 and a central angle of 42 degrees.
Arc Length • Find the arc length for a circle with radius 6 and a central angle of 42 degrees.
Arc Length For each of the following, sketch the circle and angle. Then find the arc length.
Arc Length For each of the following, sketch the circle and angle. Then find the arc length.
Arc Length Assume the radius is 6400
Arc Length Assume the radius is 6400
Arc Length Assume the radius is 6400
TEAMS P113….#’s 4,6,8,10,12,22
Area of a Sector Find the area of the sector:
Area of a Sector Find the area of the sector:
Area of a Sector Find the measure (in radians) of a central angle of a sector of area 16 square inches in a circle of radius 3 inches Find the radius of a circle in which a central angle of π/6 radian determines a sector of area 64 square meters.
Area of a Sector Find the measure (in radians) of a central angle of a sector of area 16 square inches in a circle of radius 3 inches Find the radius of a circle in which a central angle of π/6 radian determines a sector of area 64 square meters.
Area of a Sector Find the area of the sector shaped field to the left.
Area of a Sector Find the area of the sector shaped field to the left.
TEAMS P. 116, #’s……40,42,44,46,48
TEAMS p. 125 #’s….16,18,20,22,24,26,28,54,56,58