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Words and words combinations used in the texts


Date: 2015-10-07; view: 372.


1. add (V) – ñêëàäûâàòü, addend (N) – ñëàãàåìîå, addition (N) –ñëîæåíèå

2. amenable (A) – çàâèñèìûé, ïîä÷èíåííûé

3. amount (N) – êîëè÷åñòâî

4. approach (N) – ïîäõîä

5. approx (approximately) (Adv) – ïðèáëèçèòåëüíî

6. area (N) – ïëîùàäü, îòðàñëü, çîíà

7. assumption (N) – ïðåäïîëîæåíèå

8. assort (V) – ãðóïïèðîâàòü, êëàññèôèöèðîâàòü

9. binominal (N) – äâó÷ëåí

10. bracket (N) – ñêîáêà

11. bring down (V) -- ñíîñèòü

12. conjecture (N) – ïðåäïîëîæåíèå, äîãàäêà, ãèïîòåçà;

13. change (N) – èçìåíåíèå;

14. coarse analysis – ïðèìåðíûé àíàëèç

15. common denominator (N) – îáùèé çíàìåíàòåëü

16. completeness proof – ïîëíîå äîêàçàòåëüñòâî

17. computability (N)– âû÷èñëèìîñòü, computational complexity – âû÷èñëèòåëüíàÿ ñëîæíîñòü, computing (N) – âû÷èñëèòåëüíàÿ îáðàáîòêà äàííûõ

18. constrained (A) – âûíóæäåííûé, ñêîâàííûé

19. convert (V) – ïðåâðàùàòü

20. cuboid (N) – èìåþùèé êóáîâèäíóþ ôîðìó

21. circumsphere (N) – îïèñàííàÿ ñôåðà

22. curve (N) – êðèâàÿ

23. decimal fraction (N) – äåñÿòè÷íàÿ äðîáü, decimal place (N) – äåñÿòè÷íûé ðàçðÿä, decimal point (N) – çàïÿòàÿ â äåñÿòè÷íîì ÷èñëå

24. derivative (N) – ïðîèçâîäíàÿ

25. deduce (V) – âûâîäèòü ôîðìóëó, deduction (N) – âû÷èòàíèå, âû÷èòàåìîå

26. dependent (A) – çàâèñèìûé

27. depth (N) – ãëóáèíà; depth of an element (N) – âûñîòà ýëåìåíòà

28. difference (N) – ðàçíîñòü

29. digit (N) – öèôðà, digital (A) – öèôðîâîé

30. discard (V) – îòáðàñûâàòü

31. discussed above – âûøåîïèñàííûé

32. divide (V) – äåëèòü, division (N) -- äåëåíèå, dividend (N) – äåëèìîå, divisor (N) – äåëèòåëü

33. definition (N) – îïðåäåëåíèå

34. evolve (V) – ðàçâèâàòüñÿ; evolution (N) – ýâîëþöèÿ, ðàçâèòèå

35. edge (N) – ãðàíü

36. enunciation (N) – ôîðìóëèðîâêà

37. equal (A) – ðàâíûé; equation (N) – óðàâíåíèå; equiangular (A) – ðàâíîóãîëüíûé, equilateral (A) – ðàâíîñòîðîííèé

38. expression (N) – âûðàæåíèå

39. expose (V) (somebody) to (something) – ïîêàçûâàòü, ïðåäñòàâëÿòü

40. formulate (V) – ôîðìóëèðîâàòü

41. factor (N) – ìíîæèòåëü

42. finalization (N) – äîðàáîòêà

43. fraction (N) – äðîáü, äðîáíàÿ ÷àñòü, improper fraction – íåïðàâèëüíàÿ äðîáü, fractional (A) – äðîáíûé

44. formula (N, pl. formulae) – ôîðìóëà

45. fundamental – îñíîâíîé

46. generic (A) – îáîáùåííûé, îáùèé, óíèâåðñàëüíûé

47. graph (N) – ãðàôèê, äèàãðàììà

48. graduate course – êóðñ äëÿ ñòóäåíòîâ-âûïóñêíèêîâ

49. incentive (N) – ïîáóæäåíèå, ñòèìóë

50. incremental (A) – óâåëè÷èâàþùèéñÿ ïîñòåïåííî, äåéñòâóþùèé ïî íàðàñòàþùåé, ñî ñòàáèëüíûì ïîäúåìîì

51. in column (Adv) -- ñòîëáèêîì

52. index (N) – ïîêàçàòåëü

53. integer (N) – öåëîå ÷èñëî, integral (N) – öåëûé

54. intersect (V) – ïåðåñåêàòü

55. invert (V) – ìåíÿòü ïîðÿäîê, ïåðåñåêàòü

56. irrational expression (N) – èððàöèîíàëüíîå âûðàæåíèå

57. it turns out (V) – ïîëó÷àåòñÿ

58. like signs (N) – ïîäîáíûå çíàêè

59. literal coefficient (N) – áóêâåííûé êîýôôèöèåíò

60. locate – îïðåäåëÿòü, íàçíà÷àòü ìåñòî

61. LCD (lowest common denominator) (N) – îáùèé íàèìåíüøèé çíàìåíàòåëü

62. machinery (N) – (çäåñü) ñòðóêòóðà

63. by means of – ïðè ïîìîùè

64. minuend (N) – óìåíüøàåìîå

65. minus (N) – ìèíóñ

66. monomial (N) – îäíî÷ëåí

67. multiply (V) – óìíîæàòü; multiplicand (N) – ìíîæèìîå, multiplication (N) – óìíîæåíèå, multiplier (N) – ìíîæèòåëü

68. measurement (N) – èçìåðåíèÿ

69. non-disjoint (A) – íå ñìåùàåìûé

70. numeral (N) – ÷èñëî, öèôðà

71. number (N) – íîìåð, êîëè÷åñòâî, ðÿä, ÷èñëî; number names (N) – íàçâàíèå ÷èñåë; number of places (N) – ÷èñëî ðàçðÿäîâ; number system (N) – ñèñòåìà ÷èñåë; numerator (N) – ÷èñëèòåëü; two-(three-, four-) place number (N) – äâóõ-(òðåõ-, ÷åòûðåõ-) çíà÷íîå ÷èñëî; mixed number (N) – ñìåøàííîå ÷èñëî; whole number – öåëîå ÷èñëî

72. output (N) – èòîã, ðåçóëüòàò

73. pattern (N) – øàáëîí, îáðàçåö, ìîäåëü

74. parentheses (N) – ñêîáêà

75. perceptive (A) – ïðîíèöàòåëüíûé

76. place over (V) -- ïîìåùàòü íàä

77. plane (A) – ïëîñêèé

78. by point (Ad) – òî÷êàìè

79. polynomial (N) – ìíîãî÷ëåí

80. portion (N) – ÷àñòü, äîëÿ

81. positional notation (N) – ïîçèöèîííîå îáîçíà÷åíèå

82. positive and negative numbers – ïîëîæèòåëüíûå è îòðèöàòåëüíûå ÷èñëà

83. perform (V) – ïðîèçâîäèòü, ñîâåðøàòü, âûïîëíÿòü

84. product (N) – ïðîäóêò, ïðîèçâåäåíèå

85. profound (A) – ÷ðåçâû÷àéíûé, àáñîëþòíûé, ìóäðûé

86. prove (V) – äîêàçûâàòü, proof (N) – äîêàçàòåëüñòâî

87. quantity (N) – âåëè÷èíà, êîëè÷åñòâî

88. quotient (N) – ÷àñòíîå

89. radius (N) – ðàäèóñ

90. ratio (N) – ñîîòíîøåíèå, îòíîøåíèå

91. rational expression (N) – ðàöèîíàëüíîå âûðàæåíèå

92. randomized (A) – ñëó÷àéíûé

93. reasoning (N) – ìûøëåíèå, ðàññóæäåíèå

94. realize the benefits – îñîçíàâàòü ïðåèìóùåñòâà

95. reduce (V) – ñîêðàùàòü, ïðåîáðàçîâûâàòü

96. rectangle (N) – ïðÿìîóãîëüíèê, rectangular (A) – ïðÿìîóãîëüíûé

97. reducibility (N) – ñîêðàòèìîñòü

98. remainder (N) – îñòàòîê

99. reordering (N) – ïåðåóïîðÿäî÷èâàíèå

100. repeated decimal (N) – ïîâòîðíîå äåñÿòè÷íîå ÷èñëî

101. respectively (Ad) -- ñîîòâåòñòâåííî

102. reverse order (N) – îáðàòíûé ïîðÿäîê

103. rigorous (A) -- ñòðîãèé

104. right-angled corner (N) – ïðÿìîé óãîë

105. root (N) – êîðåíü, çíàê êîðíÿ

106. rule out (V) – âû÷åðêèâàòü, èñêëþ÷àòü

107. structure (N) – ñòðóêòóðà, ñòðîåíèå, structure (V) – ñòðóêòóðèðîâàòü

108. space (N) – ïðîñòðàíñòâî, ìåñòî, ïëîùàäü

109. say (V) – ñêàæåì

110. a set of rules (N) – íàáîð ïðàâèë

111. sign (N) – çíàê, ñèìâîë

112. square (N) – êâàäðàò, square with (V) – âîçâåñòè â êâàäðàò, square root (N) – êâàäðàòíûé êîðåíü

113. simplify (V) – óïðîùàòü

114. simultaneous equations (N) – ñèñòåìà óðàâíåíèé

115. shape (N) – ôîðìà

116. slab (N) – ïëèòà, ïëàñòèíà, áëîê

117. solid (N) – òðåõìåðíîå ÷èñëî

118. solution (N) – ðåøåíèå

119. sort (V) – ñîðòèðîâàòü, êëàññèôèöèðîâàòü

120. space (N) – ïðîñòðàíñòâî

121. sphere (N) – êðóã, øàð, spherical (A) – ñôåðè÷åñêèé

122. sophisticated (A) – ñëîæíûé

123. stand for (V) -- ñèìâîëèçèðîâàòü, îçíà÷àòü

124. state (N) – ñîñòîÿíèå, ïîëîæåíèå

125. subproblem (N) – ïîäçàäà÷à

126. subtract (V) – âû÷èòàòü, subtraction (N) -- âû÷èòàíèå, subtrahend (N) – âû÷èòàåìîå

127. succinctly (Adv) – êðàòêî, ñæàòî, ëàêîíè÷íî

128. sum (N) – ñóììà, be summarized – ñóììèðîâàòüñÿ

129. be tailored – ïîäîãíàííûé, ïðèñïîñîáëåííûé

130. term (N) – ÷ëåí

131. theorem (N) – òåîðåìà

132. be treated as – òðàêòîâàòüñÿ êàê

133. threefold (Adv) – â òðè ðàçà

134. triangular (A) – óòðîåííûé, triangulation (N) – òðuãîíîìåòðè÷åñêàÿ ñúåìêà, òðèàíãóëÿöèÿ

135. twofold (A) – äâîéíîé, äâîÿêèé

136. two times two – äâàæäû äâà

137. unconventional (A) – íåòðàäèöèîííûé

138. unit (N) – åäèíèöà

139. unlike signs (N) – çíàêè «ïëþñ» è «ìèíóñ»

140. value (N) – âåëè÷èíà

141. variable(N) – ïåðåìåííàÿ

142. vector (N) – âåêòîð

143. vertical column – âåðòèêàëüíûé ñòîëáèê

144. vertex (N) – âåðøèíà

145. width (N) – øèðèíà

 

 


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