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find the Lsa Tea and volume of come at a circle at your own arc
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what would be the answer cause it makes no sense to me
Find the radius of Circle P if its endpoints are (-4, 3) and (2, -1).
Top answer:
I guess by endpoints they mean opposite ends of a diameter so the radius is half the distance
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A minor arc of a circle subtends an angle of 105 degree at the center of the circle. If the radius of the circle is 8.4 cm, find
Top answer:
oops. that is the minor arc. Change 105 to (360-105)
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2.Find the length of the arc in a circle if the radius of the circle is 24cm and the degree of the arc is 90o
3.Find the length
Top answer:
#1 and #2 are the same type of problem I will do #2 whole circumference = 2π(8) = 16π but 120° is
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In circle P, arc EN=66, angle GPM=89, and GN is the diameter. Find the measure of angle EGN.
The answer is 33º but I'm not sure
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To find the measure of angle EGN, we can use the properties of inscribed angles in a circle. From
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An arc subtends an angle of 1050 at the center of a circle of a circle of radius 6 cm. find the length of the arc, if the π is
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set ε={3,6,9,12,15,18,21,24,27,30} What is n(ε)?
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An arc of a circle subtends an angle of 30o
on the circumference of a circle of radius 21cm. Find the length of the arc. A. 11cm
Top answer:
To find the length of the arc, we need to use the formula for the arc length: arc length =
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An angle of 1.8 radians at the center of the circle subtends an arc of length 23.4cm.
Find: (a) The radius of the circle (b) The
Top answer:
r = 23.4/1.8 = 13 a = 1/2 * 13^2 * 1.8
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The area of a circle is 78.5 square centimeters, and a subtending arc on the circle has an arc length of 6pi. The estimated
Top answer:
since a=πr^2 = 78.5 = 25π, r=5 since s=rθ = 6π, θ = 6π/5 = 216°
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The question is to find the measure of arc PQ in Circle A. The point A is the center of the circle, and the chords PR and SQ
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The key point is that the two chords pass through the centre, making both of them diameters, and
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find the radius of the circle if length of arc is 4p cm and angle made by the arc at
the centre is 40 deg.find the area made by
Top answer:
40° = 2π/9, so since s = rθ, sol for r: 4π = 2π/9 r r = 18
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