At a certain angle - 45 degrees if the starting point and end point are at the same level, and air resistance can be ignored - and at a certain speed, the range is maximum. Both for lower and for higher angles, you get a lower range.
They have the same name as the angles that are obtained when you subtract [multiples of] 360 degrees.
It could have:no angles the same ortwo angles the same ortwo pairs of angles which are the same.
Equilateral: All angles the same Isosceles: Two angles the same Scalene: No angles the same
Same side interior angles are congruent to their vertical angles.
For a projectile launched at an angle θ, the range is the same for angles of θ and (90-θ) degrees. This is because the horizontal and vertical components of the initial velocity are the same for these angles, resulting in the same horizontal range.
It is a case of Trigonometry/Geometry. The two triangles formed by the angles and sides of artillery aiming are "Similar" (not congruent) since two angles and a side (base) are Similar. Because the Range of the projectile is 2x the base (which is congruent) of the triangles, the range MUST be the same.
At a certain angle - 45 degrees if the starting point and end point are at the same level, and air resistance can be ignored - and at a certain speed, the range is maximum. Both for lower and for higher angles, you get a lower range.
Two different angles can lead to the same range because the same horizontal distance can be covered by projectiles launched at different launch angles. The range of a projectile is influenced by both its initial velocity and the launch angle. When two different launch angles result in the same horizontal distance traveled, it means that despite the difference in trajectory, the vertical and horizontal components of the motion combine in such a way that the projectile lands at the same distance.
They have the same name as the angles that are obtained when you subtract [multiples of] 360 degrees.
because 30 and 60 makes 90
If the question is in the context of the flight of a projectile, the answer is none.
It could have:no angles the same ortwo angles the same ortwo pairs of angles which are the same.
Angles that have the same measure are called congruent angles.
The interior angles can have any value in the range (0, 360) except 180 degrees and the same for the exterior angles. The only constraint is that the sum of the exterior angles is 360 degrees.
Equilateral: All angles the same Isosceles: Two angles the same Scalene: No angles the same
Same side interior angles are congruent to their vertical angles.