{"id":18299,"date":"2021-02-08T06:00:17","date_gmt":"2021-02-08T05:00:17","guid":{"rendered":"https:\/\/ellalanguage.com\/blog\/?p=18299"},"modified":"2023-10-25T11:48:59","modified_gmt":"2023-10-25T09:48:59","slug":"geometria-po-angielsku","status":"publish","type":"post","link":"https:\/\/ellalanguage.com\/blog\/geometria-po-angielsku\/","title":{"rendered":"Geometria po angielsku"},"content":{"rendered":"

Geometria po angielsku: wst\u0119p<\/h1>\n

Geometria po angielsku czyli geometry<\/i> to dziedzina matematyki<\/a>, w kt\u00f3rej u\u017cywa si\u0119 specjalnych przybor\u00f3w szkolnych<\/a> takich jak cyrkiel (compass)<\/strong> czy linijka (ruler)<\/strong>. Wyr\u00f3\u017cnia si\u0119 te\u017c tym, \u017ce wymaga pewnych zdolno\u015bci kre\u015blarskich oraz wyobra\u017ani przestrzennej.<\/p>\n

\n
Rodzaje geometrii po angielsku<\/h5>\n

Geometria to bardzo obszerny dzia\u0142 matematyki. Oto r\u00f3\u017cne rodzaje geometrii po angielsku.<\/p>\n

algebraic geometry <\/b>– geometria algebraiczna<\/div>\n
analytic geometry <\/b>– geometria analityczna<\/div>\n
differential geometry <\/b>– geometria r\u00f3\u017cniczkowa<\/div>\n
Euclidean geometry <\/b>– geometria euklidesowa<\/div>\n
hyperbolic geometry <\/b>– geometria hiperboliczna<\/div>\n
non-Euclidean geometry <\/b>– geometria nieeuklidesowa<\/div>\n

spherical geometry <\/b>– geometria sferyczna<\/p>\n<\/div>\n

\n

\"geometria<\/p>\n

Geometria po angielsku: podstawowe poj\u0119cia<\/h2>\n

Oto podstawowe s\u0142ownictwo zwi\u0105zane z geometri\u0105.<\/p>\n

apex <\/b>– wierzcho\u0142ek<\/div>\n
base <\/b>– podstawa<\/div>\n
bisector <\/b>– dwusieczna<\/div>\n
boundary<\/b> – brzeg<\/div>\n
curve <\/b>– krzywa<\/div>\n
degree <\/b>– stopie\u0144<\/div>\n
depth<\/b> – g\u0142\u0119boko\u015b\u0107<\/div>\n
diagonal<\/b> – przek\u0105tna<\/div>\n
dimension <\/b>– wymiar<\/div>\n
edge<\/b> – kraw\u0119d\u017a<\/div>\n
height <\/b>– wysoko\u015b\u0107<\/div>\n
homothety <\/b>– jednok\u0142adno\u015b\u0107<\/div>\n
horizontal line <\/b>– linia pozioma<\/div>\n
intersecting lines <\/b>– proste przecinaj\u0105ce si\u0119<\/div>\n
intersection <\/b>– punkt przeci\u0119cia<\/div>\n
length <\/b>– d\u0142ugo\u015b\u0107<\/div>\n
line <\/b>– prosta<\/div>\n
median <\/b>– \u015brodkowa<\/div>\n
parallel lines <\/b>– proste r\u00f3wnoleg\u0142e<\/div>\n
perimeter <\/b>– obw\u00f3d<\/div>\n
perpendicular bisector<\/b> – symetralna odcinka<\/div>\n
perpendicular lines <\/b>– proste prostopad\u0142e<\/div>\n
ray <\/b>– p\u00f3\u0142prosta<\/div>\n
section <\/b>– przekr\u00f3j<\/div>\n
segment <\/b>– odcinek<\/div>\n
side <\/b>– bok<\/div>\n
skew lines<\/b> – proste sko\u015bne<\/div>\n
straight line <\/b>– linia prosta<\/div>\n
surface<\/b> – powierzchnia<\/div>\n
the area of a shape <\/b>– powierzchnia figury<\/div>\n
vertical line<\/b> – linia pionowa<\/div>\n
volume <\/b>– obj\u0119to\u015b\u0107<\/div>\n

width <\/b>– szeroko\u015b\u0107<\/p>\n

\"Sprawdzony<\/a><\/p>\n

\n

\"geometria<\/p>\n

Rodzaje wielok\u0105t\u00f3w po angielsku<\/h2>\n

Wielok\u0105ty (polygons)<\/b> to figury geometryczne, kt\u00f3rych powierzchnia jest ograniczona lini\u0105 \u0142aman\u0105 zwyczajn\u0105.<\/p>\n

a triangle <\/b>– tr\u00f3jk\u0105t<\/div>\n
a quadrilateral <\/b>– czworok\u0105t<\/div>\n
a pentagon <\/b>– pi\u0119ciok\u0105t<\/div>\n
a hexagon<\/b> – sze\u015bciok\u0105t<\/div>\n
a heptagon <\/b>– siedmiok\u0105t<\/div>\n
an octagon <\/b>– o\u015bmiok\u0105t<\/div>\n
a nonagon <\/b>– dziewi\u0119ciok\u0105t<\/div>\n

a decagon <\/b>– dziesi\u0119ciok\u0105t<\/p>\n

\n
Geometria po angielsku: k\u0105ty<\/h5>\n

Oto k\u0105ty geometryczne po angielsku.<\/p>\n

an acute angle <\/b>– k\u0105t ostry<\/div>\n
a full angle (complete angle, perigon) <\/b>– k\u0105t pe\u0142ny<\/div>\n
a reflex angle <\/b>– k\u0105t wkl\u0119s\u0142y<\/div>\n
an oblique angle <\/b>– k\u0105t wypuk\u0142y<\/div>\n
an obtuse angle <\/b>– k\u0105t rozwarty<\/div>\n
a right angle <\/b>– k\u0105t prosty<\/div>\n
a straight angle <\/b>– k\u0105t p\u00f3\u0142pe\u0142ny<\/div>\n

a vertical angle (opposite angle, vertically opposite angle) <\/b>– k\u0105t wierzcho\u0142kowy<\/p>\n<\/div>\n

\n

\"geometria<\/p>\n

Figury geometryczne po angielsku<\/h2>\n

Oto niekt\u00f3re figury geometryczne (geometric shapes)<\/b> po angielsku.<\/p>\n

a circle <\/b>– okr\u0105g<\/div>\n
a deltoid (kite) <\/b>– deltoid<\/div>\n
a disc <\/b>– ko\u0142o<\/div>\n
a disk (AmE) <\/b>– ko\u0142o<\/div>\n
an ellipse <\/b>– elipsa<\/div>\n
an oval <\/b>– owal<\/div>\n
a rhomb <\/b>– romb<\/div>\n
a trapezium (BrE) <\/b>– trapez<\/div>\n

a trapezoid (AmE) <\/b>– trapez<\/p>\n

\n
Trapezium vs trapezoid<\/h5>\n

Trapezium oraz trapezoid to dwie nazwy na trapez. W ameryka\u0144skim angielskim na trapez powiemy trapezoid, a w brytyjskim angielskim trapezium. Jednak na tym nie koniec r\u00f3\u017cnic. W ameryka\u0144skim angielskim trapezium oznacza trapezoid, a w brytyjskim angielskim trapezoid to trapezoid. Skomplikowane? W takim razie wyt\u0142umaczmy to jeszcze raz.<\/p>\n

Trapez to czworok\u0105t maj\u0105cy przynajmniej jedn\u0105 par\u0119 r\u00f3wnoleg\u0142ych bok\u00f3w. Po angielsku trapez to:<\/p>\n

a trapezium (BrE) <\/b>– trapez<\/div>\n

a trapezoid (AmE) <\/b>– trapez<\/p>\n

Trapezoid to czworok\u0105t nie maj\u0105cy \u017cadnej pary r\u00f3wnoleg\u0142ych bok\u00f3w. Po angielsku trapezoid to:<\/p>\n

a trapezoid (BrE) <\/b>– trapezoid<\/div>\n

a trapezium (AmE) <\/b>– trapezoid<\/p>\n

Reasumuj\u0105c, trapezoid oznacza trapez w ameryka\u0144skim angielskim oraz trapezoid w brytyjskim angielskim. Natomiast trapezium oznacza trapez w brytyjskim angielskim, a trapezoid w ameryka\u0144skim angielskim.<\/p>\n\n\n\n<\/tr>\n<\/thead>\n\n\n\n
Ameryka\u0144skim angielski<\/th>\nBrytyjski angielski<\/th>\nFigura<\/th>\n<\/tr>\n
trapezoid<\/td>\ntrapezium<\/td>\ntrapez<\/td>\n<\/tr>\n
trapezium<\/td>\ntrapezoid<\/td>\ntrapezoid<\/td>\n<\/tr>\n<\/tbody>\n<\/table>\n<\/div>\n

Geometria po angielsku: ko\u0142o i okr\u0105g<\/h2>\n

Oto s\u0142ownictwo zwi\u0105zane z ko\u0142em i okr\u0119giem w j\u0119zyku angielskim.<\/p>\n

arc <\/b>– \u0142uk<\/div>\n
central angle <\/b>– k\u0105t \u015brodkowy<\/div>\n
chord <\/b>– ci\u0119ciwa<\/div>\n
circular segment <\/b>– odcinek ko\u0142a<\/div>\n
circumcircle <\/b>– okr\u0105g opisany<\/div>\n
circumference <\/b>– obw\u00f3d (ko\u0142a)<\/div>\n
circumradius <\/b>– promie\u0144 okr\u0119gu opisanego<\/div>\n
diameter<\/b> – \u015brednica<\/div>\n
excircle <\/b>– okr\u0105g dopisany<\/div>\n
exradius <\/b>– promie\u0144 okr\u0119gu dopisanego<\/div>\n
incircle <\/b>– okr\u0105g wpisany<\/div>\n
inradius <\/b>– promie\u0144 okr\u0119gu wpisanego<\/div>\n
inscribed angle <\/b>– k\u0105t wpisany<\/div>\n
plane <\/b>– p\u0142aszczyzna<\/div>\n
point of contact<\/b> – punkt styczno\u015bci<\/div>\n
radius <\/b>– promie\u0144<\/div>\n
secant <\/b>– sieczna<\/div>\n
sector <\/b>– wycinek<\/div>\n
semicircle <\/b>– p\u00f3\u0142okr\u0105g<\/div>\n

tangent <\/b>– styczna<\/p>\n

\n
Ko\u0142o vs okr\u0105g<\/h5>\n

Circle w w j\u0119zyku angielskim oznacza okr\u0105g, ale w j\u0119zyku potocznym circle u\u017cywa si\u0119 r\u00f3wnie\u017c w stosunku do ko\u0142a. Natomiast w geometrii ko\u0142o to disc lub disk.<\/p>\n<\/div>\n

\n

\"geometria<\/p>\n

Geometria po angielsku: tr\u00f3jk\u0105t<\/h2>\n

Tr\u00f3jk\u0105t (triangle)<\/b> to jedna z podstawowych figur geometrycznych. Oto poj\u0119cia zwi\u0105zane z tr\u00f3jk\u0105tami po angielsku.<\/p>\n

altitude <\/b>– wysoko\u015b\u0107 tr\u00f3jk\u0105ta<\/div>\n
hypotenuse <\/b>– przeciwprostok\u0105tna<\/div>\n
leg <\/b>– rami\u0119 tr\u00f3jk\u0105ta prostok\u0105tnego<\/div>\n
orthocenter <\/b>– ortocentrum<\/div>\n

Pythagorean Theorem <\/b>– twierdzenie Pitagorasa<\/p>\n

\n
Rodzaje tr\u00f3jk\u0105t\u00f3w po angielsku<\/h5>\n
an acute triangle<\/b> – tr\u00f3jk\u0105t ostrok\u0105tny<\/div>\n
an acute-angled triangle <\/b>– tr\u00f3jk\u0105t ostrok\u0105tny<\/div>\n
an equilateral triangle <\/b>– tr\u00f3jk\u0105t r\u00f3wnoboczny<\/div>\n
an isosceles triangle <\/b>– tr\u00f3jk\u0105t r\u00f3wnoramienny<\/div>\n
an obtuse triangle <\/b>– tr\u00f3jk\u0105t rozwartok\u0105tny<\/div>\n
a scalene triangle <\/b>– tr\u00f3jk\u0105t r\u00f3\u017cnoboczny<\/div>\n
a right triangle (AmE) <\/b>– tr\u00f3jk\u0105t prostok\u0105tny<\/div>\n

a right-angled triangle (BrE)<\/b> – tr\u00f3jk\u0105t prostok\u0105tny<\/p>\n<\/div>\n

\n

\"geometria<\/p>\n

R\u00f3wnoleg\u0142oboki po angielsku<\/h2>\n

R\u00f3wnoleg\u0142oboki (parallelograms)<\/b> to czworok\u0105ty maj\u0105ce dwie pary r\u00f3wnoleg\u0142ych bok\u00f3w. Oto rodzaje r\u00f3wnoleg\u0142obok\u00f3w po angielsku.<\/p>\n

a rectangle <\/b>– prostok\u0105t<\/div>\n
a rhomboid <\/b>– r\u00f3wnoleg\u0142obok<\/div>\n
a rhombus <\/b>– romb<\/div>\n

a square <\/b>– kwadrat<\/p>\n

Bry\u0142y geometryczne po angielsku<\/h2>\n

Bry\u0142y geometryczne (space figures)<\/b> to tr\u00f3jwymiarowe figury geometryczne. Oto rodzaje bry\u0142y geometrycznych po angielsku.<\/p>\n

a cone<\/b> – sto\u017cek<\/div>\n
a cube <\/b>– sze\u015bcian<\/div>\n
a cuboid <\/b>– prostopad\u0142o\u015bcian<\/div>\n
a cylinder <\/b>– walec<\/div>\n
a ellipsoid <\/b>– elipsoida<\/div>\n
a hexagonal prism <\/b>– graniastos\u0142up sze\u015bciok\u0105tny<\/div>\n
a hexagonal pyramid <\/b>– ostros\u0142up sze\u015bciok\u0105tny<\/div>\n
a polyhedron <\/b>– wielo\u015bcian<\/div>\n
a prism <\/b>– graniastos\u0142up<\/div>\n
a pyramid <\/b>– ostros\u0142up<\/div>\n
an oblique cone <\/b>– sto\u017cek sko\u015bny<\/div>\n
an oblique prism <\/b>– graniastos\u0142up pochy\u0142y<\/div>\n
a rectangular prism <\/b>– prostopad\u0142o\u015bcian<\/div>\n
a rhombohedron <\/b>– rombo\u015bcian<\/div>\n
a right circular cone<\/b> – sto\u017cek ko\u0142owy prosty<\/div>\n
a right prism <\/b>– graniastos\u0142up prosty<\/div>\n
a right regular prism <\/b>– graniastos\u0142up prawid\u0142owy<\/div>\n
a sphere <\/b>– kula<\/div>\n
a square-based pyramid <\/b>– ostros\u0142up czworok\u0105tny<\/div>\n
a triangular prism <\/b>– graniastos\u0142up tr\u00f3jk\u0105tny<\/div>\n
a triangular-based pyramid <\/b>– ostros\u0142up tr\u00f3jk\u0105tny<\/div>\n

a parallelepiped<\/b> – r\u00f3wnoleg\u0142o\u015bcian<\/p>\n

\n
Wielo\u015bciany po angielsku<\/h5>\n

Oto wielo\u015bciany foremne (platonic solids)<\/b>:<\/p>\n

a tetrahedron <\/b>– czworo\u015bcian<\/div>\n
an octahedron <\/b>– o\u015bmio\u015bcian<\/div>\n
a dodecahedron<\/b> – dwunasto\u015bcian<\/div>\n

an icosahedron <\/b>– dwudziesto\u015bcian<\/p>\n<\/div>\n

\n

\"geometria<\/p>\n

Geometria po angielsku: uk\u0142ady wsp\u00f3\u0142rz\u0119dnych<\/h2>\n

Oto podstawowe s\u0142ownictwo zwi\u0105zane z uk\u0142adami wsp\u00f3\u0142rz\u0119dnych po angielsku.<\/p>\n

axis <\/b>– o\u015b<\/div>\n
canonical coordinates<\/b> – wsp\u00f3\u0142rz\u0119dne kanoniczne<\/div>\n
Cartesian coordinate system <\/b>– uk\u0142ad wsp\u00f3\u0142rz\u0119dnych kartezja\u0144skich<\/div>\n
coordinate <\/b>– wsp\u00f3\u0142rz\u0119dna<\/div>\n
coordinate axis <\/b>– o\u015b wsp\u00f3\u0142rz\u0119dnych<\/div>\n
coordinate curve <\/b>– linia wsp\u00f3\u0142rz\u0119dnych<\/div>\n
coordinate system <\/b>– uk\u0142ad wsp\u00f3\u0142rz\u0119dnych<\/div>\n
curvilinear coordinates <\/b>– wsp\u00f3\u0142rz\u0119dne krzywoliniowe<\/div>\n
cylindrical coordinate system <\/b>– uk\u0142ad wsp\u00f3\u0142rz\u0119dnych walcowych<\/div>\n
generalized coordinates <\/b>– wsp\u00f3\u0142rz\u0119dne uog\u00f3lnione<\/div>\n
number line <\/b>– o\u015b liczbowa<\/div>\n
point <\/b>– punkt<\/div>\n
polar coordinate system <\/b>– uk\u0142ad wsp\u00f3\u0142rz\u0119dnych biegunowych<\/div>\n
spherical coordinate system <\/b>– uk\u0142ad wsp\u00f3\u0142rz\u0119dnych sferycznych<\/div>\n
vector <\/b>– wektor<\/div>\n
X-axis <\/b>– o\u015b X, o\u015b odci\u0119tych<\/div>\n
y-Axis <\/b>– o\u015b Y, o\u015b rz\u0119dnych<\/div>\n

z-Axis <\/b>– o\u015b Z, kota<\/p>\n

\n
Osie symetrii po angielsku<\/h5>\n
axis of symmetry <\/b>– o\u015b symetrii<\/div>\n
conjugate axis <\/b>– urojona o\u015b hiperboli<\/div>\n
graph <\/b>– graf<\/div>\n
hyperbola <\/b>– hiperbola<\/div>\n
parabola <\/b>– parabola<\/div>\n

vertex <\/b>– wierzcho\u0142ek<\/p>\n<\/div>\n

\"Rozpocznij<\/a><\/p>\n","protected":false},"excerpt":{"rendered":"

Geometria po angielsku: wst\u0119p Geometria po angielsku czyli geometry to dziedzina matematyki, w kt\u00f3rej u\u017cywa si\u0119 specjalnych przybor\u00f3w szkolnych takich jak cyrkiel (compass) czy linijka (ruler). Wyr\u00f3\u017cnia si\u0119 te\u017c tym, \u017ce wymaga pewnych zdolno\u015bci kre\u015blarskich oraz wyobra\u017ani przestrzennej. Rodzaje geometrii po angielsku Geometria to bardzo obszerny dzia\u0142 matematyki. Oto r\u00f3\u017cne rodzaje geometrii po angielsku. algebraic […]<\/p>\n","protected":false},"author":7,"featured_media":18487,"comment_status":"closed","ping_status":"closed","sticky":false,"template":"","format":"standard","meta":{"om_disable_all_campaigns":false,"inline_featured_image":false,"footnotes":""},"categories":[3],"tags":[],"class_list":["post-18299","post","type-post","status-publish","format-standard","has-post-thumbnail","hentry","category-slownictwo"],"yoast_head":"\nGeometria po angielsku: figury, bry\u0142y | Geometry | ELLA<\/title>\n<meta name=\"description\" content=\"Geometria po angielsku czyli zestawienie najwa\u017cniejszego s\u0142ownictwa zwi\u0105zanego z geometrycznymi terminami matematycznymi.\" \/>\n<meta name=\"robots\" content=\"index, follow, max-snippet:-1, max-image-preview:large, max-video-preview:-1\" \/>\n<link rel=\"canonical\" href=\"https:\/\/ellalanguage.com\/blog\/geometria-po-angielsku\/\" \/>\n<meta property=\"og:locale\" content=\"pl_PL\" 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