Tsev Formal collection Cheeb tsam thiab Circumference

Cheeb tsam thiab Circumference

Ntawm no yog cov qauv rau cheeb tsam thiab perimeter ntawm geometric duab ua ke. Nco ntsoov tias lub qauv, uas yog nyob rau hauv cov cheeb tsam grey. Lawv cia li mus rub tshaj nyob rau hauv GeoGebra.

Lub voj voog

Lub voj voog Arealet A af en cirkel:

A = π • \(r^2\)

Lub circumference(Perimeter) O ntawm ib lub voj voog:

O = 2 • r • π

Areal=π*r^2
Omkreds=2*r*π

Khoom noj qab zib hlais

Cirkeludsnit1Lub cheeb tsam Ib tug ntawm ib tug khoom noj qab zib

Ib tug = \(\frac{1}{2}\) • \(r^2\) • \(\theta\)

\(\theta\) nyob rau hauv radians. (saib hloov dua siab tshiab)

Buelængde = r • \(\theta\)

Nyob rau hauv kaum radians

Areal=0.5*r^2*v
buelængde= r * v

Kaum nyob rau hauv degrees

Cheeb Tsam = 0.5 * r^2 * (v * π/180)
Arc ntev = r * (v * π/180)

Arc ntu

Arc ntu

Lub cheeb tsam Ib tug ntawm ntsuab cheeb tsam (lub voj voog Seem):

Ib tug = \(\frac{1}{2}\) • \(r^2\) • (\(\theta\) – nws (\(\theta\))

\(\theta\) nyob rau hauv radians. (saib hloov dua siab tshiab)

 

Nyob rau hauv kaum radians

Cheeb Tsam = 0.5 * r ^ 2 *(v - nws(v))

Kaum nyob rau hauv degrees

Cheeb Tsam = 0.5 * r ^ 2 *((v * π/180) - nws((v * π/180)))

Annulus

Cirkelring1

Lub cheeb tsam Ib tug ntawm ntsuab cheeb tsam (annulus):

A = π • ( \(R^2\) – \(r^2\))

 

 

Ib = π *(R ^ 2-r ^ 2)

Ellipse

Ellipse

Cheeb tsam Ib tug ntawm ellipse:

A = π • a • b

Circumference O ntawm ellipse:

O = 2 • π • \(\sqrt[]{ \frac{1}{2} \cdot\ (a^2 b^2) } \)

Cheeb Tsam = π * ib * b
Omkreds= 2*π*sqrt(0.5*(ib tug ^ 2   b ^ 2))

Rectangle

Ib tug rectangle yog ib tug square, Leej twg 4 cov nplooj ntawv, som er parvis lige store og alle indvendige vinkler er 90 degrees.

RectangleCheeb tsam Ib tug ntawm rectangle

A = l • b (ntev lub sij hawm dav)

Circumference O ntawm rectangle

O = 2 • l + 2 • b

Cheeb Tsam = L * b
Omkreds = 2*l + 2*b

Square

Ib tug square yog ib tug square, Leej twg 4 lige store sider og alle indvendige vinkler er 90 degrees.

SquareIb cheeb tsam ntawm square

Ib tug = \(s^2\) (s = sab ntev)

Omkreds O af kvadrat

O = 4 • s

Areal = s^2
Omkreds = 4*s