On the opposite side of the Vyver lies the parallelogram formed by the fine houses and magnificent avenue of trees of the Lange Voorhout, the Kneuterdyk and the Vyverburg, representing the fashionable kernel of the city.
The hall was generally a parallelogram on plan, with a raised dais at the farther end, a large bow window on one side, and in one or two cases on both sides.
But the parallelogram set out by Aristotle in the treatise De Interpretatione, or at least in the Analytica Priora, is different, and intended for a different purpose.
The law of Polarity finds fulfilment in the complex and flowing lines of the draped figures contrasted with the simple parallelogram of the cloth-covered table, and the severe architecture of the room.
The black parallelogramto the west of the painting designates a red streak in the rock in which are their homes.
When close to Rustam's city we went through a walled oblique-angled parallelogram enclosing a tower.
Whence came this intuition, as well as the other which led him to recognize from the figures thus obtained that in a parallelogram made up of any two of the three lines, the remaining line came in as its diagonal?
In this assertion we encounter a misconception exactly like the one in the statement that the theorem of the parallelogram of forces follows by logical necessity from the theorem of the parallelogram of velocities.
For it is necessary only to extend all sides of an a parallelogram by means of the same factor m in order to turn it into an F parallelogram.
The Parallelogram of Forces - its fallacious kinematic and its true dynamic interpretation.
Now it is logically evident that the theorem of the parallelogram of velocities is equally valid for movements with constant or variable velocities.
Thus accelerated movements and movements under constant velocity can be resolved and combined according to the law of the parallelogram of movements, a law which is fully attainable by means of logical thought.
We now turn to Galileo's discovery known as the theorem of the Parallelogram of Forces.
The conviction of the applicability of mathematical concepts to the description of natural events is grounded in his discovery of the so-called Parallelogram of Forces.
So in the theorem of the Parallelogram of Velocities we have a strictly geometrical theorem, whose content is in the narrowest sense kinematic.
RED A parallelogram with dots on it, as if to represent writing (shortest side vertical).
The cuts interposed in the parallelogram may, for the present, be disregarded.
These lines formed a parallelogram about three feet in length by two in breadth.
The bottom line was about two feet above the surface of the ground; and the parallelogramitself was outlined lengthwise against the tree.
Drawing vo or uo radial or axial as the case may be, and Vo tangential to the direction of motion, v(ro) can be found by the parallelogram of velocities.
The intermediate layers all offering an equal resistance to shearing or distortion, the rectangle of fluid abcd will take the form of the parallelogram a'b'cd.
Put A for the top rail at the top of the parallelogram and C for the bottom of the parallelogram and let them rest upon the sides D and E, but put B under the sides D and E.
This enclosure was a parallelogram seven hundred and fifty by five hundred feet.
Yes, compromise is a purely mechanical affair, based on the principle of the parallelogram of forces; and as public opinion is the result of a compromise, we may calculate its force.
Public opinion is a compromise between the many elements which make up human society; and compromise is a purely mechanical affair, based on the principle of the Parallelogram of Forces.
The canvass of the tente was in bad weather only a roof to a deep pit in the shape of the parallelogram formed by the flaps of the canvass.
No one pretends to dispute the conclusions logically involved in the Binomial Theorem; or in the Parallelogram of forces; or in correlative mechanical equivalents; or in many of the known laws of chemistry and physiology.
The parallelogramof force tends everywhere to equilibrium and secures further action and new processes under universal law.
For each of the triangles into which the polygon has been divided, a parallelogram may be constructed, having one side equal to a given straight line and one angle equal to a given angle.
Taking the parallelogram a rectangle, or the triangle isosceles, we get: Any two lines and the bisections of their angles form an harmonic pencil.
The parallelogram PQOQ' formed by the asymptotes and lines parallel to them through P will be half the triangle OHK, and will therefore be constant.
If especially the second parallelogram is the unit square, i.
The opposite sides and angles of a parallelogram are equal to one another, and the diameter (diagonal) bisects the parallelogram, that is, divides it into two equal parts.
For a triangle is equal in area to half a parallelogram which has the same base and the same altitude.
This is often stated by saying that the area of a parallelogram is equal to the product of the base and the altitude, meaning by this product the product of the numerical values, and not the product as defined above in S 20.
Oy between their positive directions is some known angle [omega] distinct from a right angle, and OMPN is always an oblique parallelogram with given angles; and we then speak of x and y as "oblique coordinates.
As each parallelogram is bisected by a diagonal, the last theorems hold also if the word parallelogram be replaced by "triangle," as is done in Props.
Further-- Every parallelogram inscribed in a conic has its sides parallel to two conjugate diameters; and Every parallelogram circumscribed about a conic has as diagonals two conjugate diameters.
Parallelograms about the diameter of any parallelogram are similar to the whole parallelogram and to one another; and its converse (Prop.
If a parallelogram be divided into two by a straight line cutting the base, and if on half the base another parallelogram be constructed similar to one of those parts, then this third parallelogram is greater than the other part.
By the aid of this axiom it easily follows that the diagonals of a parallelogram bisect each other.
The first axiom of congruence is that the opposite sides of any parallelogram are congruent.
The above list will hopefully give you a few useful examples demonstrating the appropriate usage of "parallelogram" in a variety of sentences. We hope that you will now be able to make sentences using this word. Other words: figure; parallel; triangle
