Examples of using Right triangle in English and their translations into Tagalog
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Ecclesiastic
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Colloquial
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Computer
Make a right triangle.
Year 1 Metric relations in right triangle.
When a right triangle is rotated about one leg, the volume of the cone produced is.
Say we have a right triangle.
The point is on andis the midpoint of hypotenuse in the right triangle.
Squares and are inscribed in right triangle, as shown in the figures below.
Trig is founded on the ratio of the sides of a right triangle.
From here we derive, and since in the right triangle is a leg, while is the hypothenuse, we get, Q.E.D.
An additional relation exists between the sides of a right triangle.
Let triangle be a right triangle in the xy-plane with a right angle at.
We're sorry we get right triangle.
The vertices right triangle are the centers of three mutually externally tangent circles, as shown.
Metric relations in right triangle.
How many non-congruent right triangles are there such that the perimeter in and the area in are numerically equal?
Then we go looking for right triangles.
In a right triangle, there is one right angle of 90 degrees, while the two acute angles add up to 90 degrees.
Th year Metric relations in right triangle.
Given one side and one angle of a right triangle, it is possible to solve for all other sides or angles.
The sine is simply a RATIO of certain two sides in a right triangle.
Find a right triangle having the property that the hypotenuse equals the sum of one leg plus the altitude on the hypotenuse.
It defines the relationship among the three sides of a right triangle.
Construct a right triangle with given hypotenuse such that the median drawn to the hypotenuse is the geometric mean of the two legs of the triangle. .
It represents the ratio between the lengths of the sides in a right triangle.
Line segments drawn from the vertex opposite the hypotenuse of a right triangle to the points trisecting the hypotenuse have lengths and, where is a real number such that.
Since we are given two angles,we are tempted to think right triangles.
The blue set can be regarded as the union of some maximal right triangles with the legs parallel to the axes of the plane(maximal in the sense that they aren't part of any other similar right triangles). .
Squares and are externally drawn on the hypotenuse and on the leg of a right triangle.
Through a point on the hypotenuse of a right triangle, lines are drawn parallel to the legs of the triangle so that the trangle is divided into a square and two smaller right triangles. .
Additionally, we know that is equilateral andalso that is an isosceles right triangle.
Find the smallest positive integer such that if squares ofa chessboard are colored, then there will exist three colored squares whose centers form a right triangle with sides parallel to the edges of the board.