Bahagi ng isang sanaysay at ano ang sangkap ng elemento?

1. Ang mga bahagi ng sanaysay ay ang panimula,nilalaman ng sanaysay at ang 2. wakas na bahagi.
Ayon sa wikipedia, ang sanaysay ay isang maiksing komposisyon na kalimitang naglalaman ng personal na kuro-kuro ng may akda.
3. Ang sanaysay sa english ay Essay which means a short analytic, descriptive, or interpretive piece of literary. It can also be a journalistic prose dealing with a specific topic, especially from a personal and unsystematic viewpoint
4. Sinasabing ang sanaysay ay isang tangka sa paglalarawan at pagbibigay kahulugan sa buhay at iba't ibang sangay nito. Naiiba sa makata ang manunulat ng sanaysay sa dahilang hindi siya nakatali sa mga pamantayan ng porma, sukat, tugma o talinghaga. Malaya siyang lumilikha ng kahit anong paksang nais niyang ipahayag na bunga ng kanyang pagmamasid, pag-iisip at pagkakasangkot sa halos lahat ng mga bagay sa kanyang kapaligiran. May layunin itong maglahad ng pansariling damdamin at kurokuro ng kumatha sa makatwirang paghahanay ng kaisipan. Nagpapaliwanag din ito ng mga pansariling pananaw ng manunulat tungkol sa isang paksa. At kung minsan, may layunin itong makapagpaabot ng pagbabago, makalibang at makahikayat ng mambabasa (mula sa Timbulan II nina C. Javier, N. Dillague, S. Marquez Jr. at L. dela Cruz Jr.)

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Ang sanaysay ay isang akdang pampanitikan na naglalahad ng matatalinong pagkukuro. Ito'y makatwirang paghahanay ng mga kaisipan at ng damdamin ng sumusulat ayon sa kanyang karanasan, kaalaman at haka-haka. (mula sa Gintong Pamana - Wika at Panitikan nina L. Nakpil at L. Dominguez)
abscissa: x-coordinate. The abscissa of the point (a, b) is a.
absolute value: the distance of a number from zero. The positive value.
acceleration: the rate of change of velocity. If position is represented by s(t), then velocity

is s'(t) and acceleration is s"(t).
acute angle: a positive angle that measures less than 90 degrees.
acute triangle: a triangle each of whose angles measures less than 90 degrees.
additive identity: The number zero is called the additive identity because when you add it
to a number, N, the result you get is the same number, N.
additive inverse: the additive inverse of a number, N, is the number that when you add it


angle: the union of two rays with a common endpoint.
antecedent: the hypothesis of conditional statement. The "if" part of an "if-then"
statement.
antiderivative: the antiderivative of a function, f(x), is a function, F(x), whose derivative is
f(x). Also called the indefinite integral.


called the average.
arithmetic sequence: a sequence of numbers of the form
a, a + b, a + 2b, a + 3b, ... , a + (n - 1)b
arithmetic series: the sum of an arithmetic sequence.
associative property of addition: (a + b) + c = a + (b + c)
associative property of multiplication: (a * b) * c = a * (b * c)
asymptote: a straight line that is a close approximation to a curve as the curve goes off
to infinity.
average: same as arithmetic mean.
MATH DICTIONARY

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cartesian coordinates: a system whereby points on a plane are identified by an ordered

pair of numbers, representing the distances to two or three perpendicular axes.

center: the point that is the same distance from all the points on a circle. The point that
is the same distance from all the points on a sphere. The point inside an ellipse
where the major and the minor axes intersect. The center of a circle that can be
inscribed in a regular polygon.
center of mass: centroid.
central angle: an angle that has its vertex at the center of a circle.
centroid: the center of mass of an object. The point where the object would balance if
supported by a single support. The point in a triangle where the three medians intersect.
chain rule: dy/dx = dy/du * du/dx.
chord: a line segment that connects two points on a curve.
circle: the set of points in a plane that are a fixed distance from a given point.
circular functions: same as trigonometric functions.
circumcenter: the point in a triangle that is the center of the circle that can be
circumscribed about the triangle. The intersection of the perpendicular
bisectors of the triangle.
circumference: the distance around a closed curve. The circumference of a circle is
2*pi*r where r is the radius of the circle.
circumscribed circle: a circle that passes through all of the vertices of a regular polygon.
closed interval: an interval that contains its endpoints.
coefficient: a constant that multiplies a variable. In Ax + By = C, A and B are coefficients
of x and y.
cofunction: the cofunction of a trigonometric function, f(x), is equal to f(pi/2 - x). The
cofunction of the sine is the cosine. The cofunction of the secant is the
cosecant. The cofunction of the tangent is the cotangent.
collinear: points are collinear if they lie on the same line.
commutative property: a + b = b + a. a*b = b*a.
complementary angles: two angles are complementary if their sum is 90 degrees.
completing the square: the method of adding an expression to both sides of an equation so
that one side becomes a perfect square trinomial.
complex fraction: a fraction that contains a fraction in its numerator and/or denominator.
complex number: the sum of an imaginary number and a real number written in the form
a + bi or r(cos x + isin x).
component: the components in the vector (a, b, c) are a, b, and c.
composite function: a function that consists of two functions arranged in such a way that
the output of one function becomes the input of the other function.
composite number: a natural number that is not prime.
concave: a figure is concave if a line segment can be drawn so that it goes in, out, then
back into the figure.
conclusion: the part of an if - then statement that follows the word "then". Consequent.
conditional statement: an if - then statement.
cone: the union of all line segments that connect a point and a closed curve in a different
plane from the point.
congruent: shapes or angles are congruent if you could put one on top of the other, and
they would look like just one shape. Equal.
conic section: parabola, hyperbola, ellipse, circle. Formed by the intersection of a plane
with a right circular cone.
conjecture: a statement that seems to be true, but has not yet been proven.
conjugate: the conjugate of a complex number is formed by reversing the sign on the
imaginary part of the number. The conjugate of a + bi is a - bi.
conjunction: a statement that is really two statements joined by the word AND. Both
parts must be true for the statement to be considered true.
consequent: the part of an "if - then" statement that follows the "then". Conclusion.
constant: a value that does not change.


contrapositive: the contrapositive of A-->B is Not B---->Not A.
convergent series: an infinite series that has a finite sum is called convergent.
converse: the statement made by interchanging the hypothesis and the conclusion of a
statement.
convex: a set of points such that for any two points in the set, the line segment that
connects them is also in the set.
coordinates: a set of numbers that identifies the location of a point.
coplanar: points that lie within the same plane are called coplanar.
corollary: a statement that can be easily proven once a theorem is proved.
cosecant: csc x = 1/sin x
cosine: In a triangle, the cosine of an angle = (length of the adjacent side)/(hypotenuse)
cotangent: cot x = 1/tan x
coterminal angles: angles whose measures are 2kpi apart.
counting numbers: natural numbers. The numbers you use to count.
critical point: the point on a curve where the first derivative equals zero. Extremum.
cube: a solid figure with six square faces.
cubic: a polynomial of degree 3.
cylinder: the union of all line segments that connect corresponding points on congruent
circles in parallel planes.

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