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When two shapes have proportionally equivalent lengths and angles, they are geometrically similar.
For example, take a triangle with sides of length 3, 4, and 5.
Another triangle with side lengths 6, 8, and 10 would be geometrically similar to it because its angles are the same and its side lengths are proportional.
What else can I help you with?
A parallelogram that is not a square with all sides the same lenght?
That's geometrically impossible.
What does it mean when two organisms are very similar?
What does it mean when two organisms are very similar.
How do you geometrically divide a rectangle into 5 equal triangles?
I'm fairly certain that this cannot be done.
What does the word similar mean in mathematical terms?
For two figures to be similar, they need to be the same shape, but not necessarily the same size.
How do you find the square root of 4.2 geometrically?
To find the square root of 4.2 geometrically, you can use a method involving a right triangle. First, construct a square with an area of 4.2 units. Then, create a right triangle where one leg measures 2 units (the square's side length) and the other leg is adjusted until the area of the triangle, combined with the square, reaches 4.2. The length of the hypotenuse will give you the square root of 4.2. Alternatively, you can also use a compass and straightedge to construct a segment whose length represents the square root of 4.2 based on the geometric mean.
What is the similarity law in fluid mechanics?
The similarity law in fluid mechanics states that two geometrically similar systems in motion will have the same dynamic behavior. This means that if two systems are geometrically similar and experience the same flow conditions, they will exhibit the same pattern of fluid flow. This law is important for scaling up or down experiments in fluid dynamics.
What has the author Warren D Gaboury written?
Warren D. Gaboury has written: 'A study of friction and detonation in geometrically similar engines' -- subject(s): Aeronautics
What is a kite shape in math called?
I believe it is known as kite, or deltoid.Or maybe you mean what is resembles, then it looks like a rhombus, though geometrically, it has different properties.
How is one circle different to another?
One circle is different from another only in radius or location. All circles are geometrically similar, meaning that you can translate and scale any circle onto any other circle.
How you can calculate the distance between sun and earth geometrically?
of course you can
If the sun is hollow how many Earth's can fit inside?
Well, the Sun has about 109 times Earth's diameter, and both are geometrically similar (both are approximately spherical), therefore you can take the cube of 109. A bit over a million.
How are similar figures and scale drawings related?
Similar polygons, have all angles the congruent, and the sides are proportional: if side A, for example, is two times side B, then a similar polygon will also have the corresponding 'side A' two times corresponding 'side B'.In the same way - Scale drawings have everything in the drawing 'geometrically similar' to the actual object or building or land area (as in a scale map) that they represent.
How do you find capacity?
It is necessary to measure the volume with an adequate device or geometrically.
How would one illustrate geometrically 180 degrees?
A straight line
What geometrically defined figure has the same shape as a ring donut?
A circle.
A parallelogram that is not a square with all sides the same lenght?
That's geometrically impossible.
What does it mean when two organisms are very similar?
What does it mean when two organisms are very similar.
