HELP NEED ANSWER ASAP!!!!!!!! 100 PTS AND MARK THE BRAINILEST

In the figure shown, L is the center of the circle and PQ is a chord of the circle measuring 20 cm.

What is the length, in cm, of PL? Round to the nearest hundredth digit.


Show me:

(a) length of segment PM (1 point)

(b) what circle property did you use to find the length of PM (1 point)

(c) what formula/theorem did you use to calculate the length of segment PL (1 point)

(d) all math used to calculate the length of segment PL (1 point)

Round your answer to the nearest hundredth digit.

HELP NEED ANSWER ASAP!!!!!!!! 100 PTS AND MARK THE BRAINILEST In The Figure Shown, L Is The Center Of

Answers

Answer 1

Hence, section PL measures about 18.03 cm in length (rounded to the nearest hundredth digit).

what is length ?

The length of a one-dimensional object, such as a line, curve, or straight segment, is measured by the fundamental physical quantity known as length. It is a way to gauge the separation between two points or the size of an object along a specific axis. The International System of Units (SI) uses metres as the unit of length (m). One of the most important ideas in geometry is length, which is used to describe the characteristics of geometric forms and shapes. For instance, the length of a circle is the distance around its circumference, whereas the length of a line segment is the distance between its endpoints.

given

(A) We must first determine the length of chord PQ in order to determine the length of segment PM. Since LM is the perpendicular bisector of PQ in the figure, PM is equal to MQ. PQ's length is 20 cm, so PM and MQ's lengths are each 50 percent of that, or:

PM=MQ=20/2=10 cm

Sqrt(PM2 + LM2) = PL

(d) When we enter the values from parts (a) and (c), we obtain:

Sqrt(10 + 15) = PL

Sqrt(100 + 225) = PL

Sqrt = PL (325)

PL ≈ 18.03 cm

Hence, section PL measures about 18.03 cm in length (rounded to the nearest hundredth digit).

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[tex]\bold{\huge{\underline{ Solution }}}[/tex]

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Mary needs 50 ft of fence to protect her rectangular garden from squirrels.

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