Exactly one unique triangle exists with the given side lengths.thank u...
Do you mean you know the lengths of the sides but you don't know the size of any of the angles ? If that's the situation, then yes. The lengths of the sides tell you everything about the triangle, and they define one and only one unique triangle. With a little bit of trig, you can figure out what the size of each angle has to be.
Every triangle is unique, so this question cannot have a serious answer.
Yes, the sides are lengths and those are positive. Even a degenerate triangle which is 3 collinear points joined by line segments has positive sides. (it's angles add up to 180 and its area is zero, by the way but the usual triangle lies in a unique plane while the degenerate one does not)
Nothing. It is always possible to make a duplicate triangle.
Exactly one unique triangle exists with the given side lengths.thank u...
More than one unique triangle exist
The triangle with side lengths of 3cm, 5cm, and 3cm is classified as a scalene triangle. A scalene triangle is a triangle in which all three sides have different lengths. In this case, the three sides have lengths of 3cm, 5cm, and 3cm, making it impossible for the triangle to have any congruent sides or angles.
Do you mean you know the lengths of the sides but you don't know the size of any of the angles ? If that's the situation, then yes. The lengths of the sides tell you everything about the triangle, and they define one and only one unique triangle. With a little bit of trig, you can figure out what the size of each angle has to be.
More than one unique triangle exists with the given side lengths.
No, it does not make a unique triangle since the 70 degree angle could be at the end of the 3 ft side or the 4 foot side.
Well, honey, with those side lengths, you've got yourself a scalene triangle. That means all three sides are different lengths, just like a box of chocolates - you never know what you're gonna get! So, go ahead and flaunt your unique triangle, it's one of a kind!
Every triangle is unique, so this question cannot have a serious answer.
Yes, the sides are lengths and those are positive. Even a degenerate triangle which is 3 collinear points joined by line segments has positive sides. (it's angles add up to 180 and its area is zero, by the way but the usual triangle lies in a unique plane while the degenerate one does not)
Nothing. It is always possible to make a duplicate triangle.
A triangle with a rectangular base is typically referred to as a triangular prism when considering the three-dimensional shape. However, if you're referring specifically to a two-dimensional triangle that has one of its sides as the base of a rectangle, it doesn't have a unique name and is generally just called a triangle. In the context of geometry, the key characteristics would be the right angle formed at the base if the triangle is right-angled.
It is a rigid 2-dimensional shape.