No. A right angle looks like a corner and is 90 degrees.
That would be a right triangle. Any triangle that has a right angle in it is a right triangle.
A rectangle is not an angle (of any kind). It is a kind of quadrilateral.A rectangle is not an angle (of any kind). It is a kind of quadrilateral.A rectangle is not an angle (of any kind). It is a kind of quadrilateral.A rectangle is not an angle (of any kind). It is a kind of quadrilateral.
Same as it is in any other angle ... the point where the sides of the angle join (or cross).
A right angle joint is called a vertex as is with any other angle (yes even straight angles)
A right angle, by definition, is 90 degrees. If you mean what are the other angles in a right triangle, you need one of the other angles in the triangle or the length of one side (not the hypotenuse) any two sides. You can then find the third side by Pythagoras, then the other two angles by simple trigonometry.
A scalene or any other kind of triangle can have no more than one right angle.
Any angle under 90 Degrees is an acute angle. A 90 Degree angle is called a right angle. Any other angle above 90 degrees is an obtuse angle. ;) answer ur question right? there are many different names but these are the basic.
The dimensions of any right angle triangle other than an isosceles right triangle which has two equal sides.
They are alike because they both cross each other. They are different because perpendicular lines have to be a right angle while intersecting lines can be any kind of angle.
a right angle or any other angle does not have a length. your question cannot be answered.
The line that forms a 90 degree angle with any other line is called "perpendicular" or "orthogonal" to the other line.but u can call it right angled
By definition, any lines/segments that are perpendicular to each other either do, or (in the case of non-intersecting segments) would, intersect each other at right angles. A right angle being a 90* angle. Therefore, perpendicular, intersecting line segments will form 4 90* angles.