The circle is centered on point P.Points D, E and F lie on the circumference. ZDPE measures 46". Find the measure of ZDFE. D 46°

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A: Since the student has posted multiple questions and does not mention any specific question, so we…

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Q: 154 Y YZ = 10

A: Given:

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A: We will solve the following.

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Q: In circle S with mZRST = 70, find the mZRUT. T R S.

A: The solution is given below.

Q: diameter

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A: angle = arc/radius

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A: a) angle QSR is the inscribed angle  Inscribed angle =  L QSR   b) semicircle = QTS

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A: Given a circle with radius 7cm and m∠DCE = 100° We have to find the length of the minor arc DE

Q: Find the Arc Measure uctions: Given the circle, find the arc measure. 73° C AB neck

A: Solution

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A: From the concept of tangent to a circle

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Q: Instructiona: Find the length of the arc. Round your anawer to the nearest tenth. 12 mi. 60°

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A: Given : AB is a diameter of circle P.   To find the arc measure of minor arc AC⏜ in degrees.

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A: Angles on a straight line add up to 180°.

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Q: B A C

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Q: Find the length s of the circular arc. (Assume r = 5 and ? = 130°.)

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Q: In circle L, mZKNM= 48°, find the mZKLM. L. M. K MZKLM = * degrees

A: Here we have to find m∠KLM=? given that, m∠KNM=48°

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A: Given that AB is the diameter of the circle .The length of arc ABC⏜ is 6π. We have to evaluate the…

Q: Given a unit circle, what is the value for y. (y) ? ] y = (1,0) Enter

A: Recall: Equation of unit circle is x2 +y2 =1.

Q: EH, FJ, and GK are diameters of circle L. K 44° H. E 700 G Find the measures of the indicated arcs.…

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Q: 3. A circle has a diameter of 12. Find the length of an arc whose measure of the central angle is…

A: Diameter=12 Angle=65°

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Q: Given a unit circle, what is the value of x in the second quadrant that has a y-coordinate of ? [ ?…

A: NOTE: Refresh your page if you can't see any equations. . here we have a unit circle so  the radius…

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A: If r is the radius of the circle then circumference of the circle will be 2.pi.r

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A: Given circumference of circle = 6 length of arc = 1/3 We have to find the internal angle of the arc