Mathematics: A community is building a square park with sides that measure 120 meters. To separate the picnic area from the play area, the park is split by a diagonal line from opposite corners. Determine the approximate length of the diagonal line that splits the square. If necessary, round your answer to the nearest meter.

A community is building a square park with sides that

SJ9320

21.01.2022

Therefore,

The length of the diagonal, that splits the square is 170 meters.

Step-by-step explanation:

Given:

A Square Park with measures,

Side = 120 meters.

Now Picnic area is seperated by the Diagonal say "d" as shown in the figure below,

To Find:

The approximate length of the diagonal line that splits the square = ?

Solution:

For a Square we have,

All sides are equal in measures.Each vertex angle is 90°.Measure of Diagonal is √2 times of its side and given by,

$Diagonal = (side)\times \sqrt{2}$

side= measure of side of square

∴ $Diagonal = 120\times \sqrt{2}=169.705\approx 170\ m$

Therefore,

The length of the diagonal, that splits the square is 170 meters.

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eddie85

27.08.2020

Vt = 58.86 m/s

Step-by-step explanation:

Stunt height = 10000 m

Stunt mass = 60 kg

force of gravity = 9.81 m/s^2

proportionality constant λ = 10

Forces acting on the stunt double : Gravity and air resistance

attached below is the detailed solution

Vt = 58.86 m/s

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