Ñòóäîïåäèÿ.Îðã Ãëàâíàÿ | Ñëó÷àéíàÿ ñòðàíèöà | Êîíòàêòû | Ìû ïîìîæåì â íàïèñàíèè âàøåé ðàáîòû!  
 

Of mathematical terms



A

Abbreviate – ñîêðàùàòü, óêîðà÷èâàòü

Abscissa – àáñöèññà

Acquire – ïðèîáðåòàòü; äîñòèãàòü; îâëàäåâàòü

Accuracy – òî÷íîñòü, ïðàâèëüíîñòü

Actually – äåéñòâèòåëüíî, ôàêòè÷åñêè

Acute – îñòðûé

Addend – ñëàãàåìîå

Addition – ñëîæåíèå

Adjacent – ïðèëåæàùèé, ñìåæíûé

Advantage – ïðåèìóùåñòâî, ïðåäïî÷òåíèå

Adverse – ïðîòèâîëåæàùèé

Aid – ïîìîùü

Algebra – àëãåáðà

Alternative – àëüòåðíàòèâà; âçàèìîèñêëþ÷àþùèé

Amount – ñóììà, êîëè÷åñòâî

Angle –óãîë

Annex –ïðèñîåäèíÿòü, ïðèïèñûâàòü, ïðèáàâèòü

Apply – ïðèëàãàòü, ïðèêëàäûâàòü

Apportionment – ïðîïîðöèîíàëüíîå ðàñïðåäåëåíèå

Approximately – ïðèáëèçèòåëüíî

Arbitrary – ïðîèçâîëüíûé

Arc – äóãà, àðêà

Area –ïëîùàäü

Arithmetic – àðèôìåòèêà

Arrange –ðàçìåùàòü, ðàñïîëàãàòü

Average – ñðåäíåå, ñðåäíåå ÷èñëî

Axis – îñü

B

Base – îñíîâàíèå

Below – íèæå, âíèçó

Binomial – áèíîì, äâó÷ëåí, äâó÷ëåííûé, áèíîìèíàëüíûé

Bisect – äåëèòü ïîïîëàì

Blueprint – ñâåòîïèñíàÿ ñèíÿÿ êîïèÿ, «ñèíüêà»

Bound – ãðàíü, ãðàíèöà

Brace – ôèãóðíàÿ ñêîáêà

Bracket – êâàäðàòíàÿ ñêîáêà

Break – ïðåðûâàòü

Branch – âåòâü, îòðàñëü

Briefly – êðàòêî, ñæàòî

Bushel – áóøåëü (ìåðà îáúåìà)

C

Calculation – âû÷èñëåíèå, ïîäñ÷åò

Carry – âûïîëíÿòü, ïðîâîäèòü

Centre – öåíòð

Change – ìåíÿòü, èçìåíÿòñÿ

Characteristic – õàðàêòåðèñòè÷åñêèé (ïðèçíàê)

Chart – êàðòà, ñõåìà, òàáëèöà, äèàãðàììà

Check – ïðîâåðÿòü, êîíòðîëèðîâàòü

Choose – âûáèðàòü

Chord – õîðäà

Circle – êðóã, îêðóæíîñòü

Circle graph – êðóãîâàÿ äèàãðàììà

Circumference – îêðóæíîñòü êðóãà

Cross – ÷åðòà, êðåñò; ïåðåñåêàòü

Clockwise – (äâèæóùàÿñÿ) â íàïðàâëåíèè ÷àñîâîé ñòðåëêè

Closed figure – çàìêíóòàÿ ôèãóðà

Coefficient – êîýôôèöèåíò, èíäåêñ

Co-function – êî-ôóíêöèÿ

Column – ñòîëáåö

Coincide – ñîâïàäàòü, ñîîòâåòñòâîâàòü, ñîâìåùàòü

Combination – ñî÷åòàíèå, ñîåäèíåíèå

Combined – ñîñòàâíîé, êîìáèíèðîâàííûé

Common denominator – îáùèé çíàìåíàòåëü

Common fraction – ïðîñòàÿ äðîáü

Compare – ñðàâíèâàòü, ñîïîñòàâëÿòü

Complementary – äîïîëíèòåëüíûé

Complete – ïîëíûé, çàêîí÷åííûé

Compound – ñîñòàâíîé, ñëîæíûé

Computation – âû÷èñëåíèå, ðàñ÷åò

Compute –ïîäñ÷èòûâàòü, ñ÷èòàòü

Concern – êàñàòüñÿ, èìåòü îòíîøåíèå

Confine – îãðàíè÷èâàòü, çàêëþ÷àòü

Congruent – êîíãðóýíòíûé, ñîâïàäàþùèé

Connect – ñîåäèíÿòü

Consider – ðàññìàòðèâàòü, ó÷èòûâàòü

Consist – ñîñòîÿòü

Construct –êîíñòðóèðîâàòü

Contain –ñîäåðæàòü â ñåáå, âìåùàòü

Convenience – óäîáñòâî

Conversely – îáðàòíî

Convert – îáðàùàòü, ïðåîáðàçîâûâàòü

Coordinate – êîîðäèíàòíûé

Corner – óãîë, âåðøèíà

Correct – èñïðàâëÿòü

Corresponding – ñîîòâåòñòâåííûé, ñîîòâåòñòâóþùèå

Corresponding angles – ñîîòâåòñòâóþùèå óãëû

Cosecant – êîñåêàíñ

Cosine – êîñèíóñ

Cost – îöåíèâàòü, ñòîèòü; ñòîèìîñòü

Cotangent – êîòàíãåíñ

Count – ñ÷èòàòü, ïîäñ÷èòûâàòü

Counterclockwise – ïðîòèâ ÷àñîâîé ñòðåëêè

Cube – êóá, âîçâîäèòü â êóá (â òðåòüþ ñòåïåíü)

Curve – êðèâàÿ ëèíèÿ

Cut – ïåðåñåêàòü (î ëèíèÿõ)

Cylinder – öèëèíäð

D

Data – äàííûå

Decagon – äåñÿòèóãîëüíèê

Decide – ðåøàòü

Decimal – äåñÿòè÷íûé

Decimal place – äåñÿòè÷íûé ðàçðÿä

Decimal point – òî÷êà (çàïÿòàÿ) â äåñÿòè÷íîì ÷èñëå

Decrease – óìåíüøàòü, óáûâàòü

Definite – îïðåäåëåííûé

Degree – ñòåïåíü, ãðàäóñ

Denominate – íàçûâàòü, èìåíîâàòü

Denominator – çíàìåíàòåëü (äðîáè)

Denote – îáîçíà÷àòü

Depend – çàâèñåòü

Desirable – æåëàåìûé

Determine – îïðåäåëÿòü, âû÷èñëÿòü

Diameter – äèàìåòð

Different – ðàçëè÷íûé

Digit – öèôðà, îäíîçíà÷íîå ÷èñëî, ðàçðÿä

Dimension – ðàçìåð

Diminish – óìåíüøàòü (ñÿ), ñîêðàùàòü (ñÿ)

Directly – íåïîñðåäñòâåííî

Disfigure – èñêàæàòü

Display – ïîêàçûâàòü, óêàçûâàòü, âûäåëÿòü

Distance – ðàññòîÿíèå, äàëüíîñòü

Distinguish –ðàçëè÷àòü, îòëè÷àòñÿ, îòìå÷àòü

Distribution – ðàñïðåäåëåíèå, ðàñïðîñòðàíåíèå

Distributive law – ðàñïðåäåëèòåëüíûé çàêîí

Divide – äåëèòü

Dividend – äåëèìîå

Divisible – äåëèìûé, äåëÿùèéñÿ áåç îñòàòêà

Division – äåëåíèå

Divisor –äåëèòåëü

Dot – òî÷êà

Dotted – ïóíêòèðíûé

Double sign –äâîéíîé çíàê

Draughtsman – ÷åðòåæíèê

Drawing – ÷åð÷åíèå

Drop – îïóñêàòü (ïåðïåíäèêóëÿð)

Duration –ïðîäîëæèòåëüíîñòü

E

Edge – ãðàíü

Entire – öåëûé, ïîëíûé; ñïëîøíîé

Equation – óðàâíåíèå

Equality –ðàâåíñòâî

Equivalent – ðàâíîçíà÷íûé, ðàâíîöåííûé; ýêâèâàëåíò

Environment – ñðåäà, îêðóæåíèå

Establish – äîêàçàòü, óñòàíàâëèâàòü

Evaluate – âûðàæàòü â ÷èñëàõ

Evenly – ðàâíîìåðíî

Evolution – èçâëå÷åíèå êîðíÿ

Explain – îáúÿñíÿòü, òîëêîâàòü

Exponent – ïîêàçàòåëü ñòåïåíè

Expose – ðàñêðûâàòü, ïîäâåðãàòü äåéñòâèþ

Express –âûðàæàòü

Expression –âûðàæåíèå

Extend – ðàñøèðÿòü

Extract – èçâëåêàòü êîðåíü

F

Face – ãðàíü

Factor – ìíîæèòåëü

Figure – ðèñóíîê; ôèãóðà

Fit – ñîîòâåòñòâîâàòü, ãîäèòüñÿ

Fixed point – ïîñòîÿííàÿ òî÷êà, îïðåäåëåííàÿ òî÷êà

Foot – ôóò (ìåðà äëèíà)

Formula – ôîðìóëà

Fraction – äðîáü

G

General – îáùèé, ãëàâíûé

Geometric – ãåîìåòðè÷åñêèé

Gram – ãðàìì

Graph – äèàãðàììà, ãðàôèê

H

Hypotenuse – ãèïîòåíóçà

Half – ïîëîâèíà

Height – âûñîòà

Hence – îòñþäà, ñëåäîâàòåëüíî

Hexagon – øåñòèóãîëüíèê

Higher term – âûñøèé ÷ëåí

Hindu-Arabic numeral – èíäî-àðàáñêîå ÷èñëî

Horizontal – ãîðèçîíòàëüíûé

Hour – ÷àñ

Hundred – ñòî

Hundredth – ñîòûé; ñîòàÿ ÷àñòü

I

Identify – îòîæäåñòâëÿòü

Importance – çíà÷åíèå; çíà÷èòåëüíîñòü

Improper – íåïðàâèëüíûé

Inaccurate – íåòî÷íûé; íåïðàâèëüíûé

Inch – äþéì

Include – çàêëþ÷àòü, ñîäåðæàòü â ñåáå; âêëþ÷àòü

Increase – âîçðàñòàòü, óâåëè÷èâàòü

Indefinitely –íåîãðàíè÷åííî, íåîïðåäåëåííî

Indicate – ñëóæèòü ïðèçíàêîì, ïîêàçûâàòü

Infinite –áåñêîíå÷íûé

Inscribe – âïèñûâàòü

Inside –âíóòðåííèé

Inspect – ðàññìàòðèâàòü

Integral – èíòåãðàë; öåëîå ÷èñëî

Interpolation – èíòåðïîëÿöèÿ

Interchange – ÷åðåäîâàòü (ñÿ)

Intersect – ïåðåñåêàòü (ñÿ), ñêðåùèâàòü (ñÿ)

Inverse – îáðàòíûé

Involve – âîçâîäèòü â ñòåïåíü

Involution – âîçâåäåíèå â ñòåïåíü

Isosceles – ðàâíîáåäðåííûé

Item – ïóíêò, ïàðàãðàô, îòäåëüíûé ïðåäìåò

L

Label – îòìåòêà, îáîçíà÷åíèå

Lateral – áîêîâîé

Law – çàêîí, ïðàâèëî

Leave – îñòàâëÿòü

Left –hand – ëåâûé

Length – äëèíà

Lengthwise – â äëèíó, âäîëü

Lessen – óìåíüøàòü

Like – ïîäîáíûé

Linear – ëèíåéíûé

Logarithm – ëîãàðèôì

Logarithm scale – ëîãàðèôìè÷åñêèé ìàñøòàá

Lowest term – íèçøèé ÷ëåí

M

Magnitude – âåëè÷èíà, ðàçìåð

Mantissa – ìàíòèññà

Marc off – îòäåëÿòü; ïðîâîäèòü ãðàíèöû

Mathematics – ìàòåìàòèêà

Mean – ñðåäíåå ÷èñëî; ñðåäíèé

Mental – ïðîèçâîäèìûé â óìå

Metric system – ìåòðè÷åñêàÿ ñèñòåìà

Mile – ìèëÿ

Minuend – óìåíüøàåìîå

Minute – ìèíóòà; 1/60 ÷àñòü ãðàäóñà

Mistake – îøèáêà

Mixed number – ñìåøàííîå ÷èñëî

Modify – âèäîèçìåíÿòü

Monomial – îäíî÷ëåí

Move – äâèãàòü; óïðàâëÿòü, ìàíèïóëèðîâàòü

Multinomial – ìíîãî÷ëåííûé; ìíîãî÷ëåí, ïîëèíîì

Multiplicand –ìíîæèìîå

Multiplication – óìíîæåíèå

N

Near – ïî÷òè, îêîëî

Number – ÷èñëî, êîëè÷åñòâî; íóìåðîâàòü

Numeral – öèôðà; ÷èñëîâîé, öèôðîâîé

Numerator – ÷èñëèòåëü

O

Object – ïðåäìåò

Oblique – êîñîé, íàêëîííûé

Obtain – äîñòèãàòü; ïîëó÷àòü

Obtuse – òóïîé, òóïîóãîëüíûé

Omit – ïðîïóñêàòü; íå âêëþ÷àòü

Operation – äåéñòâèå; îïåðàöèÿ

Opposite – ïðîòèâîïîëîæíûé, ïðîòèâîëåæàùèé

Ordinary – îáû÷íûé

Original – ïåðâîíà÷àëüíûé, èñõîäíûé

Ounce – óíöèÿ (ìåðà âåñà)

Outside – ñíàðóæè

P

Parallel – ïàðàëëåëüíûé

Parallelogram – ïàðàëëåëîãðàìì

Parenthesis –êðóãëàÿ ñêîáêà

Part – ÷àñòü, äîëÿ; îòäåëÿòü

Partial – ÷àñòè÷íûé, ÷àñòíûé

Particular – ÷àñòíûé

Peck – ìåðà ñûïó÷èõ òåë

Per cent – íà ñîòíþ, ïðîöåíò

Percentage – ïðîöåíò, ïðîöåíòíîå îòíîøåíèå

Perfect – òî÷íûé, çàêîí÷åííûé

Perform – ñîâåðøàòü; âûïîëíÿòü

Perimeter – ïåðèìåòð, äëèíà çàìêíóòîé êðèâîé

Period – ðàçðÿä; ïåðèîä

Perpendicular – ïåðïåíäèêóëÿð

Phenomenon – ÿâëåíèå

Pictogram – ïèêòîãðàììà, äèàãðàììà

Pictorial – íàãëÿäíûé; èçîáðàçèòåëüíûé

Pie graph – êðóãîâàÿ äèàãðàììà

Pint – ïèíòà

Polynomial – ìíîãî÷ëåí, ïîëèíîì

Portion – ÷àñòü, äîëÿ; ðàçäåëÿòü, äåëèòü íà ÷àñòè

Possibility – âîçìîæíîñòü

Pound – ôóíò (ìåðà âåñà)

Power – ñòåïåíü, ïîêàçàòåëü ñòåïåíè

Price – öåíà, îöåíèâàòü

Prime – ïåðâè÷íûé, øòðèõ

Principle – àêñèîìà, çàêîí, îñíîâíîå ïîëîæåíèå

Prism – ïðèçìà

Problem – çàäà÷à, ïðîáëåìà

Proper fraction – ïðàâèëüíàÿ äðîáü

Property – ñâîéñòâî

Protractor – òðàíñïîðòèð, óãëîìåð

Provide – äîñòàâëÿòü, çàïàñàòü (ñÿ)

Purpose – öåëü; íàìåðåíüå

Q

Quadrant – êâàäðàíò; ÷åòâåðòü êðóãà; ñåêòîð

Quadrilateral – ÷åòûðåõñòîðîííèé, ÷åòûðåõóãîëüíèê

Quantity – êîëè÷åñòâî, âåëè÷èíà

Quart – êâàðòà (ìåðà æèäêîñòè)

Quarter – ÷åòâåðòü

Quotient – ÷àñòíîå

R

Radian –ðàäèàí

Radius –ðàäèóñ

Raise to a power – âîçâîäèòü â ñòåïåíü

Random – ñëó÷àéíûé, ïðîèçâîëüíûé

Rate – îòíîøåíèå; êîýôôèöèåíò; ñêîðîñòü

Ratio – ïðîïîðöèÿ; îòíîøåíèå; êîýôôèöèåíò

Reading – ïîêàçàíèå, ÷òåíèå

Rectangle – ïðÿìîóãîëüíèê

Rectangular – ïðÿìîóãîëüíûé

Reduce – ñîêðàùàòü, óìåíüøàòü

Refer to – ññûëàòüñÿ íà, èìåòü îòíîøåíèå

Reference – ññûëêà; ñíîñêà

Reflex – îòðàæåíèå

Regular – ïðàâèëüíûé, ðåãóëÿðíûé

Relate – îòíîñèòüñÿ

Relation – îòíîøåíèå, ñîîòíîøåíèå

Remainder – îñòàòîê, îñòàòî÷íûé ÷ëåí

Remove – óñòðàíÿòü, âû÷åðêèâàòü

Replace – çàìåíÿòü; çàìåùàòü

Represent – ïðåäñòàâëÿòü, èçîáðàæàòü

Require – òðåáîâàòü, íóæäàòüñÿ

Respectively – ñîîòâåòñòâåííî, êàñàòåëüíî

Restriction – îãðàíè÷åíèå, ñîêðàùåíèå

Result – ðåçóëüòàò, èòîã, âûâîä

Right – ïðÿìîé, ïðÿìîóãîëüíûé

Root – êîðåíü

Round –off –îêðóãëåíèå

S

Satisfy – óäîâëåòâîðÿòü

Scale – ìàñøòàá, ðàçìåð; øêàëà; ñèñòåìà ñ÷èñëåíèÿ

Scalene – íåðàâíîñòîðîííèé, ðàçíîñòîðîííèé

Secant – ñåêóùèé, ïåðåñåêàþùèé; ñåêàíñ

Segment – ñåãìåíò, îòðåçîê

Select – îòáîðíûé, èçáðàííûé

Semicircle – ïîëóêðóã

Series – ðÿä, ñåðèÿ

Set – ðÿä; ñèñòåìà, êîìïëåêò

Shorthand – ñòåíîãðàôèÿ

Side – ñòîðîíà; áîê; êðàé

Sign – çíàê; ñèìâîë; ïðèçíàê

Similarly – òàê æå, ïîäîáí³ì îáðàçîì

Simplify – óïðîùàòü

Since –ñ òåõ ïîð êàê

Sine –ñèíóñ

Size – ðàçìåð, âåëè÷èíà

Slide – ñêîëüæåíèå, íàêëîííàÿ ïëîñêîñòü

Solution – ðåøåíèå

Solve – ðåøàòü

Special – ñïåöèàëüíûé; îñîáûé

Specific – õàðàêòåðíûé; òî÷íûé

Square – êâàäðàò; âîçâîäèòü â êâàäðàò

Standard – îáðàçåö, ìåðà, íîðìà

State – ñôîðìóëèðîâàòü

Statement – ôîðìóëèðîâêà; èçëîæåíèå

Straight – ïðÿìîé

Subdivision – ïîäðàçäåëåíèå

Substitute – ïîäñòàâëÿòü

Subtend – ñòÿãèâàòü (äóãó; ñòîðîíû òðåóãîëüíèêà)

Subtract – âû÷èòàòü

Subtrahend – âû÷èòàåìîå

Sum – ñóììà; èòîã; àðèôìåòè÷åñêàÿ çàäà÷à

Supplementary – äîïîëíèòåëüíûé

Symbol – îáîçíà÷åíèå; çíàê

Symmetrical – ñèììåòðè÷íûé

System – ñèñòåìà

T

Table – òàáëèöà

Tenth – äåñÿòàÿ ÷àñòü; äåñÿòûé

Term – ÷ëåí; òåðì

Terminal – çàêëþ÷èòåëüíûé; êîíå÷íûé

Theorem – òåîðåìà

Thickness – òîëùèíà; ñëîé

Thousand – òûñÿ÷à

Ton – òîííà

Top – âåðøèíà; âåðõóøêà

Total – âåñü, öåëûé

Transform – ïðåâðàùàòü, ïðåîáðàçîâûâàòü

Trapezoid – òðàïåöèÿ

Trinomial – òðåõ÷ëåííûé; òðåõ÷ëåí

True – ñîîòâåòñòâîâàòü íîðìå; ïðàâèëüíûé

Turn – ïîâîðà÷èâàòü

U

Unequal – íåàäåêâàòíûé, íåðàâíûé

Until – åäèíèöà

Unlike – íåïîõîæèé íà

Upper – âåðõíèé

V

Value – âåëè÷èíà; çíà÷åíèå

Vary – ðàñõîäèòüñÿ, èçìåíÿòñÿ

Various – ðàçëè÷íûé

Vertex – âåðøèíà

Vertical – âåðòèêàëüíûé; âåðòèêàëü

Vice-versa – íàîáîðîò

Visual – çðèòåëüíûé

Volume – îáúåì; ìàññà

W

Weight – âåñ, òÿæåñòü

Whole – öåëûé, âåñü

Width – øèðèíà, ðàññòîÿíèå

Without – áåç

Y

Yard – ÿðä (ìåðà äëèíû)

Yield – ïðîèçâîäèòü, äàâàòü

Z

Zero – íóëü

RUSSIAN – ENGLISH VOCABULARY

OF MATHEMATICAL TERMS

À

Àáñöèññà – abscissa

Àëãåáðàè÷åñêîå âûðàæåíèå – algebraic expression

Àðãóìåíò – argument

Á

Áåñêîíå÷íûé – infinite

Áóêâà – letter

Â

Âåëè÷èíà – value

Âåðøèíà – vertex

Âêëþ÷àòü – to include

Âîçâîäèòü â ñòåïåíü – to raise to a power

Âîçâîäèòü â êâàäðàò – to square

Âîñüìèãðàííèê – octahedron

Âîñüìèóãîëüíèê – octagon

Âûïîëíÿòü – to perform

Âûðàæåíèå – expression

Âûñîòà – height

Âû÷åðòèòü – to draw

Âû÷åñòü – to subtract

Âû÷èñëåíèå – calculation

Âû÷èòàåìîå – subtrahend

Âû÷èòàíèå – subtraction

Ã

Ãåîìåòðè÷åñêèé – geometrical

Ãèïîòåíóçà – hypotenuse

Ãîðèçîíòàëüíûé – horizontal

Ãðàäóñ – degree

Ãðàíü – edge

Ãðàôèê – graph

Ä

Äàííîå – given

Äâó÷ëåí – binomial

Äåéñòâèå – operation

Äåëåíèå – division

Äåëèìîå – dividend

Äåëèòü – to divide

Äåëèòåëü – divisor

Äåñÿòèóãîëüíèê – decagon

Äåñÿòè÷íàÿ äðîáü – decimal fraction

Äåñÿòè÷íûé çíàê – decimal place

Äåéñòâèòåëüíûå ÷èñëà – real numbers

Äèàãðàììà – diagram, graph

Äèàãðàììà â âèäå ñòîëáöîâ – bar graph

Äèàìåòð – diameter

Äîëÿ – portion

Äîïîëíÿòü – to complement

Äîïîëíèòåëüíûé – complementary

Äðîáü – fraction

Äðîáíûé çíàê (çíàê äðîáè) – fractional sign

Äîñòàòî÷íûé – sufficient

Äóãà – arc

Å

Åäèíèöà – unit

Ç

Çàäà÷à – problem

Çàêëþ÷àòü – to enclose, to include

Çàêîí – law

Çàìåíÿòü – to substitute

Çàìåíà – substitution

Çíàê – sign

Çíàìåíàòåëü – denominator

Çíà÷åíèå – value, magnitude

È

Èçâëåêàòü êîðåíü (êâàäðàòíûé) – to extract the square root

Èçìåíåíèå – change, variation

Èçìåðåíèå – dimension

Èçìåðåíèå óãëîâ – goniometry

Èçìåðÿòü – to measure

Èìåíîâàííîå ÷èñëî – denominate number

Èñêàæåíèå – distortion, deformation

Èñêëþ÷àòü – to exclude

Èñêîìîå – sought for

Èñïðàâëåíèå – correction

Èñõîä – outcome, result

Ê

Êàñàòåëüíàÿ – tangent

Êâàäðàíò – quadrant

Êâàäðàò – square

Êîëè÷åñòâî – quantity

Êîíãðóýíòíûé – congruent

Êîíóñ – cone

Êîïèÿ – copy

Êîðåíü – root

Êîñèíóñ – cosine

Êîòàíãåíñ –cotangent

Êîýôôèöèåíò – coefficient

Íàèìåíüøåå îáùåå êðàòíîå – least common multiple (L.C.M.)

Êðàòíûé – multiple

Êðèâàÿ ëèíèÿ – curved line

Êðóã – circle

Êóá – cube

Ë

Ëåâàÿ ÷àñòü óðàâíåíèÿ – left – hand side of an equation

Ëèíåéêà ëîãàðèôìè÷åñêàÿ – slide rule

Ëèíåéíîå óðàâíåíèå – linear equation

Ëîãàðèôì – logarithm

Ëîãàðèôìèðîâàòü – to take the logarithm

Ì

Ìàíòèññà – mantissa

Ìàñøòàá – scale

Ìèíóñ – minus

Ìèíóòà – minute

Ìíîãî÷ëåí – polynomial

Ìíîãîóãîëüíèê – polygon

Ìíîæèòåëü – multiplier, factor

Ìíîæèìûé – multiplicand

Í

Íàèáîëüøèé îáùèé äåëèòåëü – greatest common divisor (G.C.D)

Íàòóðàëüíûé ëîãàðèôì – natural (Napierian) logarithm

Íåèçâåñòíîå – unknown

Íåèçìåííûé – invariable, constant

Íåèçìåðèìûé – immeasurable

Íåîáõîäèìî – necessary

Íóëü – zero

Íóìåðàöèÿ – numerator

Î

Îáîçíà÷àòü – to denote

Îáðàòèòü – to convert

Îáîðîò – revolution

Îáðàòíîå – inverse

Îáðàùàòü – to invert

Îãðàíè÷èâàòü – to confine

Îäíî÷ëåí – monomial

Îçíà÷àòü – to mean

Îêðóãëÿòü – to round off

Îêðóæíîñòü – circumference

Îïèñûâàòü – to circumscribe

Îïðåäåëåííûé – definite

Îïðåäåëÿòü – to determine

Îïóñêàòü – to omit

Îðäèíàòà – ordinate

Îñíîâàíèå – base

Îñòàòîê – remainder

Îñòðîóãîëüíûé – acute

Îñòðûé óãîë – acute angle

Îñü – axis

Îñü ñèììåòðèè – axis of symmetry

Îòäåëÿòü – to separate

Îòêëîíÿòüñÿ – to deviate

Îòíîøåíèå – relation, ratio

Îòðåçîê – section, segment, interval

Ï

Ïàðàëëåëåïèïåä – parallelepiped

Ïàðàëëåëîãðàìì – parallelogram

Ïàðàëëåëü, ïàðàëëåëüíûé – parallel

Ïðîâåñòè ïàðàëëåëü – to draw a parallel

Ïåðåìåùàòü – to displace

Ïåðåñåêàòü – to intersect

Ïåðèìåòð – perimeter

Ïåðèîä – period

Ïèêòîãðàììà – pictograph

Ïëàíèìåòðèÿ – planimetry

Ïëîñêîñòü – plane

Ïëîùàäü – area

Ïîäîáíûé – similar, like

Ïîäñòàâèò – to substitute

Ïîêàçàòåëü – index, sign, mark

Ïîêàçàòåëü ñòåïåíè – exponent

Ïîëóêðóã – semicircle

Ïîíÿòèå – concept

Ïðåäñòàâëÿòü – to represent

Ïðåèìóùåñòâî – preference

Ïðèáàâèòü – to add, to sum up, to annex

Ïðèáëèæåííîå – approximated

Ïðèçìà – prism

Ïðèëåæàùèé – adjacent

Ïðèíÿòü çà åäèíèöó – to take as a unit

Ïðîâåðèòü – to check, to test, to control, to verify

Ïðîäîëæèòåëüíîñòü – duration

Ïðîèçâîëüíûé – arbitrary

Ïðîèçâåäåíèå – product

Ïðîòèâîëåæàùèé êàòåò – opposite side

Ïðîöåíò – per cent

Ïðÿìîé óãîë – right angle

Ïðÿìîóãîëüíûé òðåóãîëüíèê – right triangle

Ïóíêòèðíàÿ ëèíèÿ – dotted line

Ïÿòèóãîëüíèê – pentagon

Ð

Ðàâíîáåäðåííûé – isosceles

Ðàäèàí – radian

Ðàäèóñ – radius

Ðàçìåð – size

Ðàçíîñòü – difference

Ðàçðÿä – period, order, class

Ðàñïðåäåëèòåëüíàÿ äèàãðàììà – distributive graph

Ðàñïðåäåëèòåëüíàÿ ôóíêöèÿ – distributive function

Ðàññìàòðèâàòü – to consider

Ðàññòîÿíèå – distance

Ðîìá – rhomb, rhombus

Ðÿä – series

Ñ

Ñâîéñòâî – property

Ñãèá – fold, bend

Ñäâèã – displacement

Ñåêóíäà – second

Ñåêóùàÿ – secant

Ñåìèóãîëüíèê – heptagon

Ñå÷åíèå – section, intersection

Ñèìâîë – symbol

Ñèíóñ – sine

Ñêîáêà – bracket

Ñêîáêè (êâàäðàòíûå) – brackets, square brackets

Ñêîáêè (êðóãëûå) – parentheses, round brackets

Ñêîáêè (ôèãóðíûå) – braces

Ñëàãàåìîå – added, summand

Ñëåäîâàòåëüíî – consequently, therefore

Ñìåøàííîå ÷èñëî – mixed number

Ñìåæíûé – adjacent

Ñìåæíûé óãîë – complementary angle

Ñîâìåùàòüñÿ – to coincide

Ñîâïàäàòü – to coincide

Ñîäåðæàòü – to contain

Ñîåäèíÿòü – to connect

Ñîêðàùàòü – to reduce

Ñîìíîæèòåëü – factor

Ñîîòâåòñòâóþùèé – corresponding

Ñîîòíîøåíèå – relationship, correlation, ratio

Ñî÷åòàíèå – combination, association

Ñðåäíåå àðèôìåòè÷åñêîå – arithmetic mean (value)

Ññûëàòüñÿ; ññûëêà – to refer; reference

Ñòåïåíü – power

Ñòîëáåö – column

Ñòåðåîìåòðèÿ – stereometry

Ò

Òàáëèöà – table, matrix

Òàíãåíñ – tangent

Òåîðåìà – theorem

Òèï – type

Òî÷êà – point

Òî÷íîñòü – precision, accuracy

Òðàïåöèÿ – trapezoid

Òðåóãîëüíèê – triangle

Òðåõ÷ëåí – trinomial

Òóïîé óãîë – obtuse angle

Ó

Óâåëè÷èâàòü – to increase

Óãîë áîëüøèé 180° è ìåíüøèé 360° - reflex angle

Óãîë êðàòíûé 180° - straight angle

Óãîë ïðè âåðøèíå – vertex angle

Óãîë ïðè îñíîâàíèè – base angle

Óäîâëåòâîðÿòü – to satisfy

Óêàçûâàòü – to indicate

Óìåíüøàòü – to decrease, to diminish

Óìíîæàòü – to multiply

Óïðîùàòü – to simplify

Óðàâíåíèå – equation

Óñëîâèå – condition

Óñòàíàâëèâàòü – to establish

Óñòðàíÿòü – to remove

Óñòðîéñòâî – construction

Ô

Ôîðìà – shape

Ôîðìóëà – formula

Ôîðìóëèðîâêà – statement

Ôóíêöèÿ – function

Õ

Õîðäà – chord

Ö

Öåëîå – whole, integer

Öåíòð ñèììåòðèè – centre of symmetry

Öèëèíäð – cylinder

Öèôðà – digit

×

×àñòíîå – quotient

×åðòà (â äðîáè) – fraction line

×åòâåðòü – quarter

×åðòåæ – drawing

×åòûðåõóãîëüíèê – quadrilateral

×èñëî – number

×èñëåííûé – numerical

×èñëèòåëü – numerator

×ëåí; ÷ëåí äðîáè – term; term of fraction

Ø

Øàð – sphere (solid)

Øåñòèóãîëüíèê – hexagon

Ý

Ýêâèâàëåíò – equivalent

Ýêñïîíåíò – exponent

Ýëåìåíò – element

Ýëåìåíòàðíûé - elementary





Äàòà ïóáëèêîâàíèÿ: 2014-10-30; Ïðî÷èòàíî: 401 | Íàðóøåíèå àâòîðñêîãî ïðàâà ñòðàíèöû | Ìû ïîìîæåì â íàïèñàíèè âàøåé ðàáîòû!



studopedia.org - Ñòóäîïåäèÿ.Îðã - 2014-2024 ãîä. Ñòóäîïåäèÿ íå ÿâëÿåòñÿ àâòîðîì ìàòåðèàëîâ, êîòîðûå ðàçìåùåíû. Íî ïðåäîñòàâëÿåò âîçìîæíîñòü áåñïëàòíîãî èñïîëüçîâàíèÿ (0.076 ñ)...