Diffucult Word to Express Mathematical Idea

Diffucult Word to Express Mathematical Idea

Part I : (Diffucult word)

1. Hints

2. Chords

3. Arbitrary

4. Improper integrals

5. General continued fraction

6. Odd natural number

7. Complex modulus

8. Absolute square

9. Multi angle formulas

10. Number theory

11. Adding

12. Indeterminate linear equations

13. Quadratics equations

14. Second order

15. Equation with multiple variable

16. Exposition

17. Cramer rule

18. Conic sections

19. Axis

20. Intersection

21. Intersects

22. Point of intersection

23. Vertex

24. Edge

25. Matrix multiplication

26. Perimeter

27. Surface area

28. Circumference

29. Cut

30. The average value

31. Definite integral

32. Even function

33. Odd function

34. Tangent

35. Maximum value

36. Slices

37. Around the triangle

38. Right cylinder

39. Oblique cylinder

40. Bisecting line

41. Weight line

42. High line

43. Isosceles triangle

44. Equilateral triangle

45. Decline back

46. Diagonal

47. Rhombus

48. Permutation

49. Curve line

50. Collective settlement

51. Coordinates khutub

52. Bow belt

53. Arithmetic progression.

Part II: (The meaning of difficult word)

1. petunjuk

2. penghubung antara dua titik lingkaran

3. berubah – ubah

4. penanganan integral

5. pecahan umum

6. bilangan ganjil alami

7. harga mutlak komplek

8. kuadrat harga mutlak

9. rumus sudut banyak

10. teori bilangan

11. penambahan

12. persamaan kuadrat tak tentu

13. persamaan kuadrat

14. urutan ke dua

15. persamaan dengan variabel banyak

16. Penjelasan

17. aturan Cramer

18. bagian dari kerucut

19. poros

20. irisan

21. memotong

22. titik potong

23. titik puncak

24. rusuk

25. perkalian matriks

26. garis keliling

27. luas permukaaan

28. keliling

29. menyinggung

30. nilai rata-rata

31. integral tentu

32. fungsi genap

33. fungsi ganjil

34. garis singgung

35. nilai maksimum

36. irisan

37. keliling segitiga

38. silinder tegak

39. silinder condong / miring

40. garis bagi

41. garis berat

42. garis tinggi

43. segitiga sama kaki

44. segitiga sama sisi

45. tolak belakang

46. diagonal

47. belah ketupat

48. permutasi

49. garis lengkung

50. himpunan penyelesaian

51. koordinat khutub

52. tali busur

53. deret aritmatika

Part III : ( Application the difficult word in the sentence )

1. Center point of a curve into a center point of each strap through the bow's center.

2. O to be a central point of 2 polecat fruit called a tangent point knot.

3. On using symmetry of function called even function if fulfilling f(-x)=f(x).

4. A function called odd function if fulfilling f(-x)= -f(x).

5. For determining an average value of integration with fomula, definite integral from function f(x) divide by difference of the selang.

6. If two different angle decline back, so both of these are congruent.

7. An isosceles triangle is a triangle which both mutual sides are congruent.

8. An equilateral triangle is a triangle which third of the sides are congruent.

9. The circumference of triangle is the count of the third size of sides.

10. A segment called as weight line a side of triangle if the edges of the segment is point angle of triangle and mid point of sides in front of the point angle.

11. A diffraction line called as bisecting line of angle if the diffraction line is inside of the angle so the both angle which built is congruent.

12. A high line of triangle is a segment line which connecting a point into a triangle with a point on line that contain a side in front of the point angle.

13. A rhombus is parallelogram which a pair of the adjacent sides is congruent.

14. Every diagonal on a parallelogram divide into two same length .

15. If a side that bisector with a circle, cut the area inside of the circle, so the line cut right in two point on the circle.

16. If the components of cylinder perpendicular with the base, so the cylinder called as right cylinder.

17. Inverse of right cylinder is oblique cylinder.

18. Two cylinders called parallel, if the slices of the cylinder are on two parallel area.

19. Permutation is a formation which be built by entirety or a part of a group of thing.

20. Collective settlement can be the form of straight line.

21. Coordinate of khutub is used to determining situation of a point in a flat area.

22. Successive amount of tribes on arithmetic line called as arithmetic progression.

23. Arbitrary-precision mathematical calculations have to jump through many more hoops than just blindingly manipulating numbers.

24. An improper integral is a definite integral that has either or both limits infinite or an integrand that approaches infinity at one or more points in the range of integration.

25. a line segment having endpoints which are points of a circle. EX. If the chord contains the center of the circle, it is called a diameter.

26. In complex analysis, a branch of mathematics, a generalized continued fraction is a generalization of regular continued fractions in canonical form in which the partial numerators and the partial denominators can assume arbitrary real or complex values.

27. An indeterminate equation, in mathematics, is an equation for which there is an infinite set of solutions; for example, 2x = y is a simple indeterminate equation. Indeterminate equations cannot be directly solved from the given information.

28. Number theory is the branch of pure mathematics concerned with the properties of numbers in general, and integers in particular, as well as the wider classes of problems that arise from their study.

29. By finding exact values of special trigonometric angles, verifying trigonometric identities, and solving trigonometric equations we show how to use the multiple angle formulas. We also show the connection between the multiple angle formulas and the addition and subtraction formulas and half angle formulas.

30. A second order differential equation is an equation involving the unknown function y, its derivatives y' and y'', and the variable x.

31. Cramer's rule is a theorem in linear algebra, which gives the solution of a system of linear equations or corresponding square matrices in terms of determinants.

32. a conic section (or just conic) is a curve obtained by intersecting a cone (more precisely, a circular conical surface) with a plane. A conic section is therefore a restriction of a quadric surface to the plane.

33. A conic section is a section of a cone. The popular ellipse, parabola, and hyperbola, along with a few other mathematical shapes, can each be seen to be a section of a cone.

34. Any equation of type ax² + bx + c = 0 where a, b, and c are constants and , is in standard form for a quadratic equation.

35. Quadratic equations of type ax² + bx + c = 0 and ax² + bx = 0 (c is 0) can be factored to solve for x.

36. Drag any orange dot at the points A,B,P or Q. The line segments intersect at point K.

37. An intersection is a single point where two lines meet or cross each other.

38. Vertex is also sometimes used to indicate the 'top' or high point of something, such as the vertex of an isosceles triangle , which is the 'top' corner opposite its base, but this is not its strict mathematical definition. Vertex typically means a corner or a point where lines meet.

39. number of edge equal to the number of cubes on the edge block.

40. we will cover a method for finding the point of intersection for two linear functions. That is, we will find the (x, y) coordinate pair for the point were two lines cross.

41. Matrix multiplication satisfies the rules (AB)C = A(BC) (associativity), and (A+B)C = AC+BC as well as C(A+B) = CA+CB (left and right distributivity), matrix multiplication is not commutative, in marked contrast to (rational, real, or complex) numbers whose product is independent of the order of the factors.

42. The perimeter of a polygon is the sum of the lengths of all its sides. What is the perimeter of a trapezoid having side-lengths 10 cm, 7 cm, 6 cm, and 7 cm? the perimeter is the sum 10 + 7 + 6 + 7 = 30cm.

43. The circumference is the distance around a closed curve. Circumference is a kind of perimeter. The circumference of the entire circle can be represented as twice the sum of the lengths of the infinitesimal arcs that make up this half circle. The length of a single infinitesimal part of the arc can be calculated using the Pythagorean formula for the length of the hypotenuse of a rectangular triangle with side lengths dx and f'(x)dx.

44. Even objects with smooth surfaces, such as spheres, have surface area. Also surface area is the area of the faces that cover a 3-D shape.

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