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